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1.6.0-DEV-cbd854b0f4.log
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1.6.0-DEV-cbd854b0f4.log
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Julia Version 1.6.0-DEV.185
Commit cbd854b0f4 (2020-06-06 13:20 UTC)
Platform Info:
OS: Linux (x86_64-pc-linux-gnu)
CPU: Intel(R) Xeon(R) Silver 4114 CPU @ 2.20GHz
WORD_SIZE: 64
LIBM: libopenlibm
LLVM: libLLVM-9.0.1 (ORCJIT, skylake)
Environment:
JULIA_DEPOT_PATH = ::/usr/local/share/julia
JULIA_NUM_THREADS = 2
Resolving package versions...
Installed NaNMath ────────────────────── v0.3.3
Installed OpenSpecFun_jll ────────────── v0.5.3+3
Installed ArgCheck ───────────────────── v2.0.0
Installed TrustRegionMethods ─────────── v0.3.1
Installed DiffRules ──────────────────── v1.0.1
Installed DocStringExtensions ────────── v0.8.1
Installed StaticArrays ───────────────── v0.12.3
Installed KrylovKit ──────────────────── v0.4.2
Installed DiffResults ────────────────── v1.0.2
Installed CompilerSupportLibraries_jll ─ v0.3.3+0
Installed SpecialFunctions ───────────── v0.10.3
Installed ForwardDiff ────────────────── v0.10.10
Installed UnPack ─────────────────────── v0.1.0
Installed CommonSubexpressions ───────── v0.2.0
Updating `~/.julia/environments/v1.6/Project.toml`
[14486370] + TrustRegionMethods v0.3.1
Updating `~/.julia/environments/v1.6/Manifest.toml`
[dce04be8] + ArgCheck v2.0.0
[bbf7d656] + CommonSubexpressions v0.2.0
[e66e0078] + CompilerSupportLibraries_jll v0.3.3+0
[163ba53b] + DiffResults v1.0.2
[b552c78f] + DiffRules v1.0.1
[ffbed154] + DocStringExtensions v0.8.1
[f6369f11] + ForwardDiff v0.10.10
[0b1a1467] + KrylovKit v0.4.2
[77ba4419] + NaNMath v0.3.3
[efe28fd5] + OpenSpecFun_jll v0.5.3+3
[276daf66] + SpecialFunctions v0.10.3
[90137ffa] + StaticArrays v0.12.3
[14486370] + TrustRegionMethods v0.3.1
[3a884ed6] + UnPack v0.1.0
[2a0f44e3] + Base64
[ade2ca70] + Dates
[8ba89e20] + Distributed
[b77e0a4c] + InteractiveUtils
[76f85450] + LibGit2
[8f399da3] + Libdl
[37e2e46d] + LinearAlgebra
[56ddb016] + Logging
[d6f4376e] + Markdown
[44cfe95a] + Pkg
[de0858da] + Printf
[3fa0cd96] + REPL
[9a3f8284] + Random
[ea8e919c] + SHA
[9e88b42a] + Serialization
[6462fe0b] + Sockets
[2f01184e] + SparseArrays
[10745b16] + Statistics
[8dfed614] + Test
[cf7118a7] + UUIDs
[4ec0a83e] + Unicode
Testing TrustRegionMethods
Status `/tmp/jl_oCUdXQ/Project.toml`
[dce04be8] ArgCheck v2.0.0
[163ba53b] DiffResults v1.0.2
[ffbed154] DocStringExtensions v0.8.1
[f6369f11] ForwardDiff v0.10.10
[0b1a1467] KrylovKit v0.4.2
[429524aa] Optim v0.21.0
[14486370] TrustRegionMethods v0.3.1
[3a884ed6] UnPack v0.1.0
[37e2e46d] LinearAlgebra
[56ddb016] Logging
[8dfed614] Test
Status `/tmp/jl_oCUdXQ/Manifest.toml`
[dce04be8] ArgCheck v2.0.0
[4fba245c] ArrayInterface v2.8.7
[bbf7d656] CommonSubexpressions v0.2.0
[34da2185] Compat v3.10.0
[e66e0078] CompilerSupportLibraries_jll v0.3.3+0
[9a962f9c] DataAPI v1.3.0
[864edb3b] DataStructures v0.17.17
[163ba53b] DiffResults v1.0.2
[b552c78f] DiffRules v1.0.1
[ffbed154] DocStringExtensions v0.8.1
[1a297f60] FillArrays v0.8.10
[6a86dc24] FiniteDiff v2.3.2
[f6369f11] ForwardDiff v0.10.10
[0b1a1467] KrylovKit v0.4.2
[d3d80556] LineSearches v7.0.1
[e1d29d7a] Missings v0.4.3
[d41bc354] NLSolversBase v7.6.1
[77ba4419] NaNMath v0.3.3
[efe28fd5] OpenSpecFun_jll v0.5.3+3
[429524aa] Optim v0.21.0
[bac558e1] OrderedCollections v1.2.0
[d96e819e] Parameters v0.12.1
[85a6dd25] PositiveFactorizations v0.2.3
[ae029012] Requires v1.0.1
[a2af1166] SortingAlgorithms v0.3.1
[276daf66] SpecialFunctions v0.10.3
[90137ffa] StaticArrays v0.12.3
[2913bbd2] StatsBase v0.33.0
[14486370] TrustRegionMethods v0.3.1
[3a884ed6] UnPack v0.1.0
[2a0f44e3] Base64
[ade2ca70] Dates
[8bb1440f] DelimitedFiles
[8ba89e20] Distributed
[b77e0a4c] InteractiveUtils
[76f85450] LibGit2
[8f399da3] Libdl
[37e2e46d] LinearAlgebra
[56ddb016] Logging
[d6f4376e] Markdown
[a63ad114] Mmap
[44cfe95a] Pkg
[de0858da] Printf
[3fa0cd96] REPL
[9a3f8284] Random
[ea8e919c] SHA
[9e88b42a] Serialization
[1a1011a3] SharedArrays
[6462fe0b] Sockets
[2f01184e] SparseArrays
[10745b16] Statistics
[8dfed614] Test
[cf7118a7] UUIDs
[4ec0a83e] Unicode
Test Summary: | Pass Total
Nonlinear model constructor sanity checks | 6 6
Test Summary: | Pass Total
Cauchy point | 300 300
Test Summary: | Pass Total
dogleg quadratic | 100 100
Test Summary: | Pass Total
eigensolver type stability | 3 3
Test Summary: | Pass Total
trust region solver tests | 600 600
┌ Debug: hard case not implemented, falling back to dogleg
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:308
Test Summary: | Pass Total
singularities | 3 3
Test Summary: | Pass Total
ForwardDiff wrapper | 5 5
Test Summary: | Pass Total
printing | 3 3
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 9.09e-14, Δ = 2050.0
x = [-1.36, -0.315, -1.69]
r = [-2.24e-14, -3.55e-15, -8.8e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 2.65e-13, Δ = 2050.0
x = [-1.2, 1.38, -0.0257, -0.735, -1.6, 1.12]
r = [-1.27e-14, 2.78e-14, -3.02e-14, 2.18e-13, -1.43e-13, -1.54e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 1.82e-13, Δ = 2050.0
x = [-0.75, 0.861, -0.438, 0.317, 0.588, 1.37, 0.658, 1.36, 0.362]
r = [3.08e-14, 3.64e-14, 5.15e-14, 3.51e-14, -1.61e-13, -1.55e-15, 1.87e-14, -6.22e-15, -2.53e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 12 steps
with ‖x‖₂ = 7.42e-14, Δ = 1020.0
x = [-0.428, 0.671, -1.06]
r = [-6.46e-14, -3.11e-15, -3.64e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 1.45e-14, Δ = 2050.0
x = [-0.335, 1.5, -0.231, -0.146, -0.22, -0.0667, 0.582]
r = [-1.33e-15, 1.55e-15, -5.11e-15, -2.44e-15, 1.11e-14, 1.19e-15, 7.11e-15]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 1.02e-12, Δ = 2050.0
x = [-0.92, -1.36, -0.16, -1.7, 0.885, 0.82, 0.0352, -0.369, -0.463, -0.571]
r = [-1.71e-13, 4.85e-13, -2.11e-13, -2.05e-13, -2.44e-13, 2.91e-13, 5.3e-14, 4.15e-13, -5.36e-13, 2.97e-13]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 6.63e-13, Δ = 2050.0
x = [0.597, 0.488, -0.938, 1.12, 1.03, -0.704, -1.63, 0.701, 0.695]
r = [-3.35e-14, 5.57e-14, -1.6e-14, -2.65e-13, 3.21e-13, -4.47e-13, 2.13e-13, -6.57e-14, -1.17e-13]
l = Dogleg()
Nonlinear solver using trust region method converged after 12 steps
with ‖x‖₂ = 1.28e-13, Δ = 1020.0
x = [1.7, 0.42, -0.525, -0.217]
r = [-7.24e-14, 1.43e-14, 8.62e-14, -5.85e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 1.05e-12, Δ = 2050.0
x = [0.508, -0.107, -1.15, -0.333, 1.91, -1.34, -1.04, -0.926, 0.344]
r = [-6.16e-13, 7.52e-14, -5.51e-14, -6.88e-14, -1.86e-13, 3.0e-13, 5.86e-14, -3.31e-14, 7.58e-13]
l = Dogleg()
Nonlinear solver using trust region method converged after 11 steps
with ‖x‖₂ = 1.13e-14, Δ = 512.0
x = [-0.208, -0.596, -0.229]
r = [-5.0e-16, -1.1e-14, 2.36e-15]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 1.83e-13, Δ = 2050.0
x = [-0.554, 1.01, 2.33]
r = [9.99e-14, 3.11e-14, 1.51e-13]
l = Dogleg()
Nonlinear solver using trust region method converged after 11 steps
with ‖x‖₂ = 2.49e-14, Δ = 512.0
x = [0.687, -0.0666]
r = [3.66e-15, 2.46e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 12 steps
with ‖x‖₂ = 7.63e-15, Δ = 1020.0
x = [-0.406, -0.306, 0.585, 0.416]
r = [5.66e-15, -3.33e-16, 5.0e-15, -1.01e-15]
l = Dogleg()
Nonlinear solver using trust region method converged after 12 steps
with ‖x‖₂ = 1.37e-13, Δ = 1020.0
x = [-0.536, 1.47, 0.586]
r = [1.25e-13, -1.87e-14, 5.46e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 14 steps
with ‖x‖₂ = 1.84e-13, Δ = 4100.0
x = [1.05, 1.85, -1.75, -1.05, -1.65, 1.42, -0.894, -0.33, -1.47]
r = [3.31e-14, 1.42e-14, -1.23e-13, -9.33e-15, -2.04e-14, 5.86e-14, -1.01e-13, -4.2e-14, 3.83e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 2.45e-13, Δ = 2050.0
x = [0.756, 0.413, 1.33, -0.237, -1.14, -0.269, -0.0343, 0.262]
r = [-5.53e-14, -7.24e-14, 4.09e-14, 9.87e-14, 1.49e-14, 2.69e-14, 7.93e-14, 1.82e-13]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 3.6e-13, Δ = 2050.0
x = [0.203, -1.37, -1.7, 0.413, 1.5, 1.19]
r = [-2.5e-14, 1.5e-13, 1.73e-13, 6.39e-14, 2.5e-13, 9.88e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 11 steps
with ‖x‖₂ = 4.92e-14, Δ = 512.0
x = [-0.425, 0.0636, 0.759]
r = [2.48e-14, -3.73e-14, 2.04e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 12 steps
with ‖x‖₂ = 8.17e-14, Δ = 1020.0
x = [1.12, 0.849, -0.211, 0.788]
r = [8.44e-15, -2.66e-14, -5.23e-14, -5.62e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 14 steps
with ‖x‖₂ = 2.67e-13, Δ = 4100.0
x = [0.576, -0.0059, -1.8, 1.21, 2.04, -2.09, -1.39, -0.323, 0.461]
r = [2.99e-14, 2.0e-14, 1.82e-13, -8.26e-14, 8.88e-16, -1.49e-13, -4.8e-14, 5.6e-14, -4.71e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 3.29e-13, Δ = 2050.0
x = [-0.339, -0.423, 0.396, 0.189, 0.739, -1.88, 0.0855, -0.114, 0.231]
r = [1.12e-14, 5.24e-14, -9.9e-14, 1.22e-13, -5.11e-14, 9.44e-14, -9.44e-14, 1.17e-13, 2.16e-13]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 1.12e-12, Δ = 2050.0
x = [-1.84, -0.382, 0.59, 1.65, 0.0517, -1.18, -0.631, 0.421, 0.572]
r = [-2.93e-13, 3.39e-14, 2.03e-13, 4.66e-13, 7.23e-13, -2.27e-13, 4.21e-13, 1.38e-13, 3.86e-13]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 8.17e-13, Δ = 2050.0
x = [0.264, 1.18, -1.39, -0.00708, 1.39, -0.389, -0.939, 1.41, -0.8, 0.978]
r = [7.51e-14, 4.17e-13, -5.44e-13, 2.82e-14, -2.79e-13, -1.09e-13, -2.49e-13, 1.29e-13, 4.2e-14, 1.43e-13]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 1.09e-12, Δ = 2050.0
x = [0.257, -1.19, 0.048, 1.95, -0.617, -0.0478, 1.43, -0.837, -1.12, -0.872]
r = [6.04e-13, 1.69e-14, 3.13e-14, 4.12e-13, 3.03e-13, 2.22e-15, -2.52e-13, 4.62e-14, 4.25e-13, -5.52e-13]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 3.66e-13, Δ = 2050.0
x = [1.23, -0.428, -0.852, -0.195, 0.0963, 1.69, 0.435]
r = [1.87e-13, -7.55e-14, -2.18e-14, 7.75e-14, -1.31e-13, -2.54e-13, -7.37e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 5.43e-14, Δ = 2050.0
x = [0.769, -0.677, -0.275, -0.39, -0.483, 0.209, -0.38, 0.158, -0.145, 1.43]
r = [1.51e-14, 8.88e-15, 4.2e-14, 4.88e-15, -4.44e-15, -1.11e-14, 8.88e-15, -1.52e-14, -8.88e-16, -2.01e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 2.03e-13, Δ = 2050.0
x = [2.62, 1.15, -0.733]
r = [1.2e-14, -1.77e-13, -9.99e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 1.42e-13, Δ = 2050.0
x = [0.791, 1.31, 1.66, 0.0512]
r = [6.37e-14, -1.02e-13, 4.44e-15, 7.45e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 12 steps
with ‖x‖₂ = 4.72e-14, Δ = 1020.0
x = [-0.49, 0.00728, -0.0392, -0.74, 0.0704, 0.34, -0.161]
r = [2.35e-14, -1.89e-14, 1.53e-14, -1.48e-14, 9.27e-15, 2.79e-14, 8.33e-17]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 1.95e-13, Δ = 2050.0
x = [-0.398, -0.444, -2.14]
r = [-1.13e-14, 1.74e-13, 8.78e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 14 steps
with ‖x‖₂ = 3.27e-13, Δ = 4100.0
x = [0.853, -1.03, 1.2, -0.00355, -1.8, 1.4, -0.738, -2.3, -0.268, -0.972]
r = [5.37e-14, -9.46e-14, -5.82e-14, 5.33e-15, 1.74e-13, 1.3e-13, 1.81e-13, -6.62e-14, -1.33e-14, -8.36e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 11 steps
with ‖x‖₂ = 3.61e-16, Δ = 512.0
x = [-0.443, 0.186]
r = [3.61e-16, 0.0]
l = Dogleg()
Nonlinear solver using trust region method converged after 12 steps
with ‖x‖₂ = 5.68e-15, Δ = 1020.0
x = [0.925, 0.355, 0.278]
r = [-2.22e-15, -5.11e-15, 1.11e-15]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 1.36e-13, Δ = 2050.0
x = [2.01, 1.82, -1.14]
r = [8.93e-14, -6.57e-14, -7.82e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 12 steps
with ‖x‖₂ = 7.75e-14, Δ = 1020.0
x = [0.302, -0.594, -0.199, 1.29]
r = [-5.61e-14, -5.02e-14, 1.44e-14, 1.18e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 12 steps
with ‖x‖₂ = 3.14e-13, Δ = 1020.0
x = [-0.122, -0.613, -0.946, -0.607, 0.605]
r = [-3.42e-14, -2.11e-14, -4.32e-14, -2.67e-13, -1.55e-13]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 5.19e-13, Δ = 2050.0
x = [1.55, 0.418, -0.0558, 0.962, -0.759, -0.385, 0.0975, -0.868, 0.385, -0.728]
r = [8.88e-16, 2.89e-13, -6.79e-14, -2.74e-14, 1.08e-13, 1.65e-13, -2.35e-13, -3.2e-14, -6.31e-14, -2.86e-13]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 3.88e-13, Δ = 2050.0
x = [-0.515, -1.3, -1.89, 0.00404, -0.889, 1.29, -0.526, -0.0975, -0.676]
r = [-3.53e-14, -6.66e-14, -8.66e-14, 2.31e-13, -1.34e-13, 2.12e-13, -1.95e-14, -1.3e-13, -5.97e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 4.9e-13, Δ = 2050.0
x = [0.223, -0.248, -2.25, 0.252, -1.09, 0.607, 0.197, -0.177, 0.23]
r = [-5.86e-14, 1.75e-13, 8.66e-14, 1.83e-13, 2.98e-13, 1.1e-13, 2.45e-13, -2.49e-14, 5.95e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 14 steps
with ‖x‖₂ = 5.73e-14, Δ = 4100.0
x = [0.496, -0.884, -0.44, 1.8, 0.837, 2.07, -1.34]
r = [-1.73e-14, 6.66e-16, -2.66e-14, 4.02e-14, -2.1e-14, -1.47e-14, 1.11e-15]
l = Dogleg()
Nonlinear solver using trust region method converged after 12 steps
with ‖x‖₂ = 1.34e-13, Δ = 1020.0
x = [-0.62, 1.42, -0.617]
r = [-5.71e-14, -1.12e-13, -4.7e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 2.5e-14, Δ = 2050.0
x = [1.66, 2.01]
r = [-2.49e-14, -2.97e-15]
l = Dogleg()
Nonlinear solver using trust region method converged after 12 steps
with ‖x‖₂ = 1.1e-13, Δ = 1020.0
x = [-1.09, -0.247, -0.597, -0.148]
r = [3.09e-14, 7.88e-15, -4.31e-14, 9.64e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 12 steps
with ‖x‖₂ = 8.25e-14, Δ = 1020.0
x = [0.649, 1.12]
r = [1.15e-14, 8.17e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 5.83e-14, Δ = 2050.0
x = [-0.227, -0.192, -1.83, 0.602]
r = [-1.91e-14, 4.57e-14, 3.44e-15, -3.04e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 3.11e-13, Δ = 2050.0
x = [1.02, -0.107, 0.682, -0.661, -0.0676, 1.2, -0.0268, 1.54, -0.119]
r = [-1.78e-14, -3.11e-15, 1.55e-14, -1.34e-13, 2.54e-13, 5.04e-14, -8.14e-14, 3.15e-14, 5.86e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 14 steps
with ‖x‖₂ = 1.44e-14, Δ = 4100.0
x = [-0.77, 2.15, 0.632, -2.64, 0.186, 0.0857]
r = [2.0e-15, 3.55e-15, 5.33e-15, -8.88e-15, 3.55e-15, -8.44e-15]
l = Dogleg()
Nonlinear solver using trust region method converged after 14 steps
with ‖x‖₂ = 4.8e-13, Δ = 4100.0
x = [0.84, -0.818, 0.624, 0.827, 2.01, -1.2, 0.345, -2.08, -0.685, 1.13]
r = [1.97e-13, -1.25e-13, -2.13e-13, 1.4e-13, 9.14e-14, -7.82e-14, 2.28e-13, -1.15e-13, -1.41e-13, 1.07e-13]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 1.54e-14, Δ = 2050.0
x = [0.793, -0.552, -0.0825, 0.582, -0.698, -0.0343, -0.45, -0.316, -0.698]
r = [-1.67e-15, -5.11e-15, -8.44e-15, -1.55e-15, 5.77e-15, -1.89e-15, -2.55e-15, -4.44e-16, 9.55e-15]
l = Dogleg()
Nonlinear solver using trust region method converged after 12 steps
with ‖x‖₂ = 2.68e-13, Δ = 1020.0
x = [-0.867, -0.392, -0.669, 0.85, -0.799, 0.0661]
r = [5.55e-14, 1.61e-13, -9.81e-14, -1.0e-13, 1.32e-13, -7.42e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 4.75e-15, Δ = 2050.0
x = [-0.247, -0.247, -1.48, -0.849, 0.377]
r = [3.22e-15, -6.66e-16, 1.33e-15, -5.55e-16, 3.11e-15]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 2.69e-13, Δ = 2050.0
x = [0.0332, -1.43, 0.318, 0.462, 0.12, -0.0982, 1.21, 0.433]
r = [-1.74e-13, -1.31e-14, -1.62e-13, 6.03e-14, -2.09e-14, -1.43e-14, 6.35e-14, 8.33e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 9.52e-13, Δ = 2050.0
x = [0.427, 0.471, -0.0723, 1.31, 0.797, -0.285, 2.45, -0.174, -1.47]
r = [3.9e-13, -1.9e-13, -1.91e-13, 6.34e-14, -2.66e-15, 5.47e-13, -5.71e-13, -2.09e-13, -9.15e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 6.23e-13, Δ = 2050.0
x = [-0.356, -0.457, 0.383, 0.585, 1.89, -0.89, -1.14, 1.01, 0.561]
r = [2.63e-13, 1.41e-13, -1.15e-13, 3.77e-15, 3.85e-13, -2.08e-13, -2.24e-13, 2.03e-13, -5.33e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 5.57e-13, Δ = 2050.0
x = [-0.942, -2.27, -0.7, -0.503, 0.13, 0.876]
r = [-4.79e-13, 2.21e-13, 1.0e-13, -3.6e-14, 1.42e-13, 3.2e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 5.23e-14, Δ = 2050.0
x = [0.712, -1.78, 1.38, -0.748, -0.992]
r = [-4.69e-14, -1.78e-15, -3.11e-15, -2.29e-14, 2.66e-15]
l = Dogleg()
Nonlinear solver using trust region method converged after 11 steps
with ‖x‖₂ = 1.33e-14, Δ = 512.0
x = [-0.683, 0.248, -0.0782]
r = [-1.55e-15, 1.24e-14, -4.55e-15]
l = Dogleg()
Nonlinear solver using trust region method converged after 12 steps
with ‖x‖₂ = 1.25e-13, Δ = 1020.0
x = [0.66, 0.0482, 0.32, 1.34, 0.13]
r = [8.24e-14, -2.98e-14, -5.3e-14, -6.62e-14, 2.74e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 10 steps
with ‖x‖₂ = 5.56e-14, Δ = 256.0
x = [-0.348, -0.212, 0.0115]
r = [-1.13e-14, 5.44e-14, 2.36e-15]
l = Dogleg()
Nonlinear solver using trust region method converged after 12 steps
with ‖x‖₂ = 2.09e-13, Δ = 1020.0
x = [0.443, -0.847, 1.32]
r = [-2.07e-13, -1.4e-14, -1.73e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 11 steps
with ‖x‖₂ = 7.29e-15, Δ = 512.0
x = [-0.575, -0.000609]
r = [7.11e-15, -1.64e-15]
l = Dogleg()
Nonlinear solver using trust region method converged after 14 steps
with ‖x‖₂ = 8.05e-13, Δ = 4100.0
x = [-0.405, -1.07, 1.27, -0.824, -1.98, -2.38, -1.46, -1.26, -0.31, 0.864]
r = [-1.0e-13, -1.25e-13, -2.5e-13, 3.86e-14, -6.4e-13, -1.36e-13, -1.15e-13, -1.79e-13, -9.63e-14, 2.74e-13]
l = Dogleg()
Nonlinear solver using trust region method converged after 11 steps
with ‖x‖₂ = 2.02e-15, Δ = 512.0
x = [0.456, -0.297]
r = [-1.93e-15, -5.83e-16]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 1.77e-13, Δ = 2050.0
x = [1.74, 0.39, -0.122, -1.13, 0.466, 0.507]
r = [1.56e-13, 6.56e-14, -1.64e-14, 4.2e-14, -1.95e-14, -1.2e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 6.99e-13, Δ = 2050.0
x = [0.293, -0.0633, 0.931, 0.759, 1.52, 0.579, -0.806, 0.567, 0.325, -0.634]
r = [-8.59e-14, 2.26e-14, -3.27e-13, -2.74e-13, 5.84e-14, -1.55e-13, 3.32e-13, 3.3e-13, 2.25e-13, 4.22e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 9.56e-13, Δ = 2050.0
x = [-0.815, 0.702, 0.797, -0.205, -0.285, -1.68, 1.57, 1.4, -0.262, 0.878]
r = [1.53e-13, -9.27e-14, 5.57e-13, 1.9e-13, -1.87e-14, 2.59e-13, -2.32e-13, -5.11e-13, 1.51e-13, 3.62e-13]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 1.3e-13, Δ = 2050.0
x = [-2.18, 0.619, 0.334, 0.741, -0.179]
r = [1.43e-14, 3.33e-15, 1.22e-15, 5.46e-14, -1.17e-13]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 7.99e-14, Δ = 2050.0
x = [-1.5, -1.06, -0.52, 1.0]
r = [-5.68e-14, 4.82e-14, 2.75e-14, 8.88e-15]
l = Dogleg()
Nonlinear solver using trust region method converged after 12 steps
with ‖x‖₂ = 1.4e-14, Δ = 1020.0
x = [-0.527, 0.519, 0.176, -0.4]
r = [-9.99e-16, -4.0e-15, -1.78e-15, 1.33e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 2.57e-13, Δ = 2050.0
x = [-0.114, -0.998, 0.548, 1.55, 1.59, -0.311, 1.67, -0.335]
r = [6.02e-14, -7.59e-14, -1.01e-13, -1.42e-13, -1.3e-13, -6.93e-14, -6.68e-14, 1.99e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 12 steps
with ‖x‖₂ = 2.26e-13, Δ = 1020.0
x = [-0.312, 0.277, 1.27, -0.301]
r = [-2.26e-14, 7.11e-15, 2.22e-13, -2.91e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 12 steps
with ‖x‖₂ = 2.7e-14, Δ = 1020.0
x = [-0.375, 0.651, 0.746, 0.671, -0.164]
r = [1.49e-14, -4.44e-16, -9.99e-16, -4.52e-15, 2.21e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 1.18e-12, Δ = 2050.0
x = [1.49, 0.74, 1.1, 0.206, -1.24, 0.215, -1.65, -0.521, -0.486, 0.997]
r = [1.62e-13, 1.85e-13, -4.6e-13, -2.5e-13, 8.19e-14, -6.06e-13, 4.06e-13, 5.87e-13, -3.05e-13, -2.72e-13]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 2.31e-14, Δ = 2050.0
x = [-1.07, -0.781, 0.978, -0.652]
r = [1.42e-14, -8.66e-15, 1.59e-14, 1.85e-15]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 5.3e-13, Δ = 2050.0
x = [-0.92, -1.78, 0.032, 1.02, 0.338, -0.4, 2.44, 0.258]
r = [1.98e-14, -4.16e-13, 1.31e-13, -1.77e-13, -1.3e-13, 3.55e-14, 1.25e-13, -1.6e-13]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 9.19e-13, Δ = 2050.0
x = [-0.187, -0.777, -0.306, -2.31, -0.882, -0.485, 0.484, -1.63, 0.82]
r = [-1.53e-13, -6.92e-13, 2.51e-14, 2.48e-13, -1.94e-13, 1.19e-13, 3.22e-13, 2.51e-13, 2.47e-13]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 7.7e-13, Δ = 2050.0
x = [-1.39, 0.0748, 1.63, -0.583, -0.925, -0.558, -1.55, -0.686]
r = [-2.04e-13, 4.34e-13, 3.89e-13, -6.31e-14, -4.25e-13, -8.75e-14, -9.59e-14, -1.01e-13]
l = Dogleg()
Nonlinear solver using trust region method converged after 14 steps
with ‖x‖₂ = 8.32e-14, Δ = 4100.0
x = [-1.12, -0.789, 1.58, -0.361, 0.549, -1.51, -0.234, -2.23]
r = [-2.66e-14, 1.78e-14, 1.42e-14, 3.46e-14, -1.89e-14, -3.33e-14, -1.95e-14, 5.15e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 3.1e-13, Δ = 2050.0
x = [-0.798, -0.847, 0.647, -1.27, -2.08, 0.34, -0.107]
r = [-5.33e-15, 8.44e-14, 1.26e-13, -5.56e-14, -7.49e-14, -1.75e-13, -1.84e-13]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 3.2e-13, Δ = 2050.0
x = [0.299, 0.338, 1.21, -0.642, -0.953, -1.27, 0.494, -0.497, -1.06]
r = [4.24e-14, 6.71e-14, -7.28e-14, -5.17e-14, -1.78e-13, 3.51e-14, 1.09e-13, 2.0e-13, -6.0e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 12 steps
with ‖x‖₂ = 1.61e-13, Δ = 1020.0
x = [0.738, 0.429, -1.23, -0.383, 0.218]
r = [-8.82e-14, -9.21e-14, -7.64e-14, 5.95e-14, -1.27e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 3.8e-13, Δ = 2050.0
x = [-1.24, 0.15, -0.155, -0.432, 1.73, 1.14, 1.68]
r = [-2.28e-13, 1.99e-13, 1.33e-13, -1.38e-13, 2.84e-14, 1.23e-13, 1.91e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 9.22e-13, Δ = 2050.0
x = [-0.655, -2.03, 0.0234, -1.24, 0.763, 0.975, -0.633, 0.527, 0.282]
r = [3.66e-13, -5.12e-14, 4.94e-13, -9.93e-14, -1.54e-13, 3.89e-13, 5.1e-13, -1.19e-13, 9.7e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 12 steps
with ‖x‖₂ = 8.43e-13, Δ = 1020.0
x = [-0.876, 0.43, 0.169, -0.656, 0.717, 0.485, -1.05, 0.0476]
r = [-1.12e-13, 1.34e-13, -2.49e-13, 4.44e-14, 9.61e-14, -7.63e-14, -7.26e-13, -2.73e-13]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 4.12e-13, Δ = 2050.0
x = [-0.121, -0.319, 2.85, 0.109, 0.161, 0.231, -0.889]
r = [1.07e-14, -2.52e-13, -2.03e-13, -1.27e-13, 1.17e-13, 1.68e-13, 8.19e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 12 steps
with ‖x‖₂ = 6.22e-14, Δ = 1020.0
x = [1.29, -0.813]
r = [4.93e-14, 3.79e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 12 steps
with ‖x‖₂ = 1.36e-13, Δ = 1020.0
x = [1.35, -0.704, -0.111]
r = [3.31e-14, -4.82e-14, 1.23e-13]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 8.06e-13, Δ = 2050.0
x = [0.135, -0.207, 0.234, 1.03, 0.429, 0.93, -1.31, -2.21]
r = [-1.81e-13, 2.74e-13, -2.82e-13, -9.68e-14, 4.24e-13, -4.54e-13, 2.44e-13, 8.35e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 7.42e-13, Δ = 2050.0
x = [-1.94, -0.075, 0.223, 1.29, -1.67, 0.869, 0.851]
r = [5.35e-13, 3.45e-13, -7.82e-14, -6.71e-14, -3.22e-13, 5.81e-14, -1.66e-13]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 7.5e-14, Δ = 2050.0
x = [-0.188, 0.342, 1.02, -0.397, -1.37, -0.819, 0.229, 0.293]
r = [9.33e-15, -2.44e-15, -2.4e-14, 2.38e-14, 8.88e-15, -4.83e-14, -3.73e-14, 2.44e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 10 steps
with ‖x‖₂ = 2.73e-14, Δ = 256.0
x = [0.0112, 0.365, -0.00715]
r = [-5.88e-15, -2.66e-14, 8.33e-16]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 1.49e-13, Δ = 2050.0
x = [-0.641, -1.29, 0.407, -0.321, 0.388, -0.29, 0.935, -0.946]
r = [-1.02e-14, 4.24e-14, -3.24e-14, 4.71e-14, 1.05e-13, -5.68e-14, 4.46e-14, -2.49e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 1.12e-12, Δ = 2050.0
x = [0.175, 0.832, -1.65, -1.79, -0.907, -0.568, -0.319, -1.53, -0.276, 0.593]
r = [2.56e-13, -3.89e-13, -1.58e-13, 6.07e-13, -3.87e-13, -4.04e-13, -4.12e-13, 7.11e-14, 2.84e-13, -2.96e-13]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 4.68e-13, Δ = 2050.0
x = [1.42, -0.697, 1.64, -1.48, 0.112, 0.571, 0.0247]
r = [-6.04e-14, -7.11e-15, 5.33e-14, 2.54e-13, 3.65e-13, 3.38e-14, -1.15e-13]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 1.31e-13, Δ = 2050.0
x = [-0.287, -1.47, -1.39, 1.41]
r = [-3.12e-14, 1.15e-13, 5.32e-14, 1.51e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 2.8e-13, Δ = 2050.0
x = [-1.47, -0.617, -1.65, 1.1, 0.762]
r = [-1.13e-13, 3.76e-14, -1.74e-13, -9.86e-14, -1.56e-13]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 1.3e-12, Δ = 2050.0
x = [1.5, -0.00742, -1.53, -0.485, 1.78, -1.31, -0.258, -0.0556, -0.073, 0.849]
r = [6.45e-13, -4.94e-13, 1.47e-13, -2.18e-13, -2.42e-13, 1.42e-13, -9.59e-14, 3.85e-13, -2.98e-13, 7.92e-13]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 6.29e-13, Δ = 2050.0
x = [-1.89, -0.878, -0.0126, 0.817, 1.5, 1.37, 0.167, -0.811, -0.844]
r = [1.29e-14, 3.55e-15, -1.76e-13, 2.05e-14, 2.02e-13, -3.64e-13, 3.01e-13, 1.2e-13, 2.93e-13]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 4.85e-14, Δ = 2050.0
x = [-0.505, 1.51, 1.51, -0.624]
r = [-2.06e-14, 7.99e-15, 3.97e-14, -1.71e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 12 steps
with ‖x‖₂ = 5.42e-13, Δ = 1020.0
x = [-1.27, 0.691, 0.423, -0.754, 0.0146]
r = [4.07e-13, -2.35e-14, 1.11e-16, 3.25e-14, 3.55e-13]
Test Summary: | Pass Total
linear problem | 500 500
Test Summary: | Pass Total
infeasible region | 5 5
Test Summary: | Pass Total
basic consistency checks for test functions. | 20 20
┌ Info: solver test
│ f = F_NWp281()
│ local_method = Dogleg()
└ @ Main /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/test/test_nonlinear_problems.jl:138
┌ Info: solver test
│ f = F_NWp281()
│ local_method = GeneralizedEigenSolver()
└ @ Main /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/test/test_nonlinear_problems.jl:138
┌ Info: solver test
│ f = Rosenbrock()
│ local_method = Dogleg()
└ @ Main /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/test/test_nonlinear_problems.jl:138
┌ Info: solver test
│ f = Rosenbrock()
│ local_method = GeneralizedEigenSolver()
└ @ Main /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/test/test_nonlinear_problems.jl:138
┌ Info: solver test
│ f = PowellSingular()
│ local_method = Dogleg()
└ @ Main /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/test/test_nonlinear_problems.jl:138
┌ Info: solver test
│ f = PowellSingular()
│ local_method = GeneralizedEigenSolver()
└ @ Main /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/test/test_nonlinear_problems.jl:138
┌ Info: solver test
│ f = PowellBadlyScaled()
│ local_method = Dogleg()
└ @ Main /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/test/test_nonlinear_problems.jl:138
┌ Info: solver test
│ f = PowellBadlyScaled()
│ local_method = GeneralizedEigenSolver()
└ @ Main /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/test/test_nonlinear_problems.jl:138
┌ Debug: rightmost eigenvalue not real
│ M = [-3.0164865283820887e9 -9977.600957420806 243602.39559105693 0.8383522153158468; -9977.600957420806 -0.03301974157614119 0.8383522153158468 2.8851704648457496e-6; 1.0 0.0 -3.0164865283820887e9 -9977.600957420806; 0.0 1.0 -9977.600957420806 -0.03301974157614119]
│ λs = Complex{Float64}[-1.6936869836176884e-5 + 5.083044447886828e-5im, -1.6936869836176884e-5 - 5.083044447886828e-5im, -3.0164860348542075e9 + 0.0im, -3.0164870219759755e9 + 0.0im]
│ vs = Array{Complex{Float64},1}[[1.681313288088155e-10 + 1.0824552034118575e-11im, -5.083044416458202e-5 - 6.061945723168094e-9im, 1.0154799037970223e-18 - 3.3076895422161354e-6im, -3.081313924445297e-13 + 0.9999999987026625im], [1.681313288088155e-10 - 1.0824552034118575e-11im, -5.083044416458202e-5 + 6.061945723168094e-9im, 1.0154799037970223e-18 + 3.3076895422161354e-6im, -3.081313924445297e-13 - 0.9999999987026625im], [-0.9999979474762923 + 0.0im, -3.3076827355842764e-6 + 0.0im, -0.0020260879205060236 + 0.0im, -6.701669846294645e-9 + 0.0im], [0.999997947476295 + 0.0im, 3.3076827793655854e-6 + 0.0im, -0.0020260879191474988 + 0.0im, -6.701669809667988e-9 + 0.0im]]
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:276
┌ Debug: hard case not implemented, falling back to dogleg
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:308
┌ Debug: rightmost eigenvalue not real
│ M = [-3.296552702976827e9 -9980.462216763155 202539.87737955735 0.6310993420759269; -9980.462216763155 -0.030226583275240006 0.6310993420759269 1.96645907325343e-6; 1.0 0.0 -3.296552702976827e9 -9980.462216763155; 0.0 1.0 -9980.462216763155 -0.030226583275240006]
│ λs = Complex{Float64}[-1.0439747325351369e-5 + 0.00018157126710781422im, -1.0439747325351369e-5 - 0.00018157126710781422im, -3.2965522529627995e9 + 0.0im, -3.2965531530512896e9 + 0.0im]
│ vs = Array{Complex{Float64},1}[[-4.9951479125071415e-12 + 5.497152659901308e-10im, -1.4365915529390705e-7 - 0.00018157128463400503im, 3.0275451211804255e-6 - 7.898309904609183e-17im, -0.9999999835113411 + 2.6084377781105013e-11im], [-4.9951479125071415e-12 - 5.497152659901308e-10im, -1.4365915529390705e-7 + 0.00018157128463400503im, 3.0275451211804255e-6 + 7.898309904609183e-17im, -0.9999999835113411 - 2.6084377781105013e-11im], [0.9999975313555636 + 0.0im, 3.027537684968385e-6 + 0.0im, 0.0022219976627058263 + 0.0im, 6.727198320249401e-9 + 0.0im], [-0.9999975313555667 + 0.0im, -3.027537709090701e-6 + 0.0im, 0.002221997661316127 + 0.0im, 6.727198191885687e-9 + 0.0im]]
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:276
┌ Debug: hard case not implemented, falling back to dogleg
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:308
┌ Debug: rightmost eigenvalue not real
│ M = [-3.8165799551654205e9 -9987.067762450391 410937.3958945167 1.0961976140447414; -9987.067762450391 -0.02613803804841938 1.0961976140447414 2.9241661164023985e-6; 1.0 0.0 -3.8165799551654205e9 -9987.067762450391; 0.0 1.0 -9987.067762450391 -0.02613803804841938]
│ λs = Complex{Float64}[-4.357791443292819e-6 + 0.00024006433129400892im, -4.357791443292819e-6 - 0.00024006433129400892im, -3.8165793141475883e9 + 0.0im, -3.816580596235521e9 + 0.0im]
│ vs = Array{Complex{Float64},1}[[-5.417023161754923e-12 + 6.281903828348638e-10im, -1.9959469133024044e-8 - 0.00024006433922773223im, 2.6167583521225595e-6 - 1.2536659046070554e-17im, -0.999999971181132 + 4.791556975952856e-12im], [-5.417023161754923e-12 - 6.281903828348638e-10im, -1.9959469133024044e-8 + 0.00024006433922773223im, 2.6167583521225595e-6 + 1.2536659046070554e-17im, -0.999999971181132 - 4.791556975952856e-12im], [-0.9999987832685372 + 0.0im, -2.6167552352155525e-6 + 0.0im, -0.00155995339605876 + 0.0im, -4.0820211805925e-9 + 0.0im], [-0.9999987832685372 + 0.0im, -2.616755252278904e-6 + 0.0im, 0.0015599533961426816 + 0.0im, 4.082021210861963e-9 + 0.0im]]
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:276
┌ Debug: hard case not implemented, falling back to dogleg
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:308
┌ Debug: rightmost eigenvalue not real
│ M = [-3.972151456305827e9 -9996.19706715374 9252.878141688943 0.024496522015917385; -9996.19706715374 -0.02515947532314247 0.024496522015917385 6.485329015332645e-8; 1.0 0.0 -3.972151456305827e9 -9996.19706715374; 0.0 1.0 -9996.19706715374 -0.02515947532314247]
│ λs = Complex{Float64}[-3.4188669929038084e-6 + 0.00029732957529942484im, -3.4188669929038084e-6 - 0.00029732957529942484im, -3.9721513601391034e9 + 0.0im, -3.972151552522862e9 + 0.0im]
│ vs = Array{Complex{Float64},1}[[-2.1086359468545446e-13 + 7.482506800417432e-10im, -3.740432519272474e-8 - 0.00029732957529043913im, 2.5165698579705625e-6 - 2.801671239910884e-17im, -0.9999999557943935 + 1.112141261516101e-11im], [-2.1086359468545446e-13 - 7.482506800417432e-10im, -3.740432519272474e-8 + 0.00029732957529043913im, 2.5165698579705625e-6 + 2.801671239910884e-17im, -0.9999999557943935 - 1.112141261516101e-11im], [0.9999459671395986 + 0.0im, 2.5164339882058894e-6 + 0.0im, 0.01039532562838455 + 0.0im, 2.6160564036836985e-8 + 0.0im], [-0.999945967138545 + 0.0im, -2.5164339945511013e-6 + 0.0im, 0.010395325729752011 + 0.0im, 2.6160564746233007e-8 + 0.0im]]
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:276
┌ Debug: hard case not implemented, falling back to dogleg
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:308
┌ Debug: rightmost eigenvalue not real
│ M = [-3.972151456305827e9 -9996.19706715374 148046.0502670231 0.39194435225467816; -9996.19706715374 -0.02515947532314247 0.39194435225467816 1.0376526424532232e-6; 1.0 0.0 -3.972151456305827e9 -9996.19706715374; 0.0 1.0 -9996.19706715374 -0.02515947532314247]
│ λs = Complex{Float64}[-3.420480431651902e-6 + 0.00015886068942435225im, -3.420480431651902e-6 - 0.00015886068942435225im, -3.972151071563332e9 + 0.0im, -3.9721518410986342e9 + 0.0im]
│ vs = Array{Complex{Float64},1}[[3.9978404882416435e-10 + 5.0487210889892564e-12im, -0.00015886069282173594 - 6.78661832287375e-8im, 2.7185592261340348e-17 - 2.5165699372143987e-6im, -1.0781269004997169e-11 + 0.9999999873784713im], [3.9978404882416435e-10 - 5.0487210889892564e-12im, -0.00015886069282173594 + 6.78661832287375e-8im, 2.7185592261340348e-17 + 2.5165699372143987e-6im, -1.0781269004997169e-11 - 0.9999999873784713im], [0.9999966226842528 + 0.0im, 2.5165614570409693e-6 + 0.0im, 0.002598963977203381 + 0.0im, 6.540474691319416e-9 + 0.0im], [0.9999966226842533 + 0.0im, 2.5165614824412487e-6 + 0.0im, -0.0025989639770039315 + 0.0im, -6.540474687731385e-9 + 0.0im]]
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:276
┌ Debug: hard case not implemented, falling back to dogleg
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:308
┌ Debug: rightmost eigenvalue not real
│ M = [-4.2113356132074785e9 -9995.42994021539 56648.282652467504 0.1385187478736576; -9995.42994021539 -0.023726038463178008 0.1385187478736576 3.387118305103667e-7; 1.0 0.0 -4.2113356132074785e9 -9995.42994021539; 0.0 1.0 -9995.42994021539 -0.023726038463178008]
│ λs = Complex{Float64}[-2.361468464275413e-6 + 0.00015759337252269152im, -2.361468464275413e-6 - 0.00015759337252269152im, -4.2113353752222257e9 + 0.0im, -4.21133585124018e9 + 0.0im]
│ vs = Array{Complex{Float64},1}[[3.740413480176055e-10 + 8.850150667383868e-13im, -0.00015759338610296842 + 3.400877063297614e-8im, -1.2728338455791382e-17 - 2.3734583831524995e-6im, 5.359557334614143e-12 + 0.999999987579345im], [3.740413480176055e-10 - 8.850150667383868e-13im, -0.00015759338610296842 - 3.400877063297614e-8im, -1.2728338455791382e-17 + 2.3734583831524995e-6im, 5.359557334614143e-12 - 0.999999987579345im], [-0.9999911737225939 + 0.0im, -2.373437460251552e-6 + 0.0im, -0.00420148441344307 + 0.0im, -9.972048783979967e-9 + 0.0im], [0.9999911737226195 + 0.0im, 2.373437468418176e-6 + 0.0im, -0.004201484407324907 + 0.0im, -9.972048219476554e-9 + 0.0im]]
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:276
┌ Debug: hard case not implemented, falling back to dogleg
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:308
┌ Debug: rightmost eigenvalue not real
│ M = [-4.374676321269327e9 -9996.401367873403 9122.68242542598 0.021474885837581035; -9996.401367873403 -0.022844177789684835 0.021474885837581035 5.0552096437315606e-8; 1.0 0.0 -4.374676321269327e9 -9996.401367873403; 0.0 1.0 -9996.401367873403 -0.022844177789684835]
│ λs = Complex{Float64}[-1.8393955696000617e-6 + 0.00010642472935231903im, -1.8393955696000617e-6 - 0.00010642472935231903im, -4.374676225779435e9 + 0.0im, -4.374676416804906e9 + 0.0im]
│ vs = Array{Complex{Float64},1}[[-4.452784271673487e-14 + 2.4318698176880627e-10im, -4.325221880652208e-8 - 0.00010642473142118364im, 2.2850607856072564e-6 - 1.0524099819503963e-17im, -0.9999999943342768 + 4.60310579258362e-12im], [-4.452784271673487e-14 - 2.4318698176880627e-10im, -4.325221880652208e-8 + 0.00010642473142118364im, 2.2850607856072564e-6 + 1.0524099819503963e-17im, -0.9999999943342768 - 4.60310579258362e-12im], [-0.9999451960611985 + 0.0im, -2.2849355666869543e-6 + 0.0im, -0.010469234399427168 + 0.0im, -2.3922837060913143e-8 + 0.0im], [-0.9999451960606699 + 0.0im, -2.2849355697093034e-6 + 0.0im, 0.010469234449903386 + 0.0im, 2.3922837180277026e-8 + 0.0im]]
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:276
┌ Debug: hard case not implemented, falling back to dogleg
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:308
┌ Debug: rightmost eigenvalue not real
│ M = [-4.374676321269327e9 -9996.401367873403 145962.9188068157 0.34359817340129656; -9996.401367873403 -0.022844177789684835 0.34359817340129656 8.088335429970497e-7; 1.0 0.0 -4.374676321269327e9 -9996.401367873403; 0.0 1.0 -9996.401367873403 -0.022844177789684835]
│ λs = Complex{Float64}[-1.8066213328993278e-6 + 8.042985239466361e-5im, -1.8066213328993278e-6 - 8.042985239466361e-5im, -4.374675939241164e9 + 0.0im, -4.374676703343172e9 + 0.0im]
│ vs = Array{Complex{Float64},1}[[1.8378710623841996e-10 + 2.3128226730431602e-12im, -8.042985392969598e-5 - 5.35139921264971e-9im, 9.702712779961257e-19 - 2.285060791184616e-6im, -4.304122637184375e-13 + 0.9999999967629087im], [1.8378710623841996e-10 - 2.3128226730431602e-12im, -8.042985392969598e-5 + 5.35139921264971e-9im, 9.702712779961257e-19 + 2.285060791184616e-6im, -4.304122637184375e-13 - 0.9999999967629087im], [-0.9999965744862458 + 0.0im, -2.285052964607899e-6 + 0.0im, -0.0026174435146530985 + 0.0im, -5.981017452704899e-9 + 0.0im], [0.999996574486246 + 0.0im, 2.285052976679694e-6 + 0.0im, -0.0026174435146357595 + 0.0im, -5.9810176737516994e-9 + 0.0im]]
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:276
┌ Debug: hard case not implemented, falling back to dogleg
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:308
┌ Debug: rightmost eigenvalue not real
│ M = [-4.753555379531136e9 -9996.113838484009 184913.71318522625 0.39511947010879533; -9996.113838484009 -0.02102156047638693 0.39511947010879533 8.442824113464855e-7; 1.0 0.0 -4.753555379531136e9 -9996.113838484009; 0.0 1.0 -9996.113838484009 -0.02102156047638693]
│ λs = Complex{Float64}[-1.1662036309118735e-6 + 0.000406049673458829im, -1.1662036309118735e-6 - 0.000406049673458829im, -4.753554949536225e9 + 0.0im, -4.753555809568085e9 + 0.0im]
│ vs = Array{Complex{Float64},1}[[8.538701247852053e-10 + 1.3446587322340359e-12im, -0.00040604968995273873 - 1.2279585237529034e-8im, 1.0586217774784246e-17 - 2.1028708446432787e-6im, -4.986122219318226e-12 + 0.9999999175596103im], [8.538701247852053e-10 - 1.3446587322340359e-12im, -0.00040604968995273873 + 1.2279585237529034e-8im, 1.0586217774784246e-17 + 2.1028708446432787e-6im, -4.986122219318226e-12 - 0.9999999175596103im], [-0.999997296045048 + 0.0im, -2.1028653290047956e-6 + 0.0im, -0.002325488802670121 + 0.0im, -4.890203178379085e-9 + 0.0im], [0.9999972960451112 + 0.0im, 2.1028653350140675e-6 + 0.0im, -0.0023254887754261453 + 0.0im, -4.890202819616586e-9 + 0.0im]]
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:276
┌ Debug: hard case not implemented, falling back to dogleg
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:308
┌ Debug: rightmost eigenvalue not real
│ M = [-4.839887257714956e9 -9999.219332094051 30456.04857017678 0.06737833908670969; -9999.219332094051 -0.02065931486750493 0.06737833908670969 1.4906203500506437e-7; 1.0 0.0 -4.839887257714956e9 -9999.219332094051; 0.0 1.0 -9999.219332094051 -0.02065931486750493]
│ λs = Complex{Float64}[-1.0008203246102964e-6 + 0.00022191321735355842im, -1.0008203246102964e-6 - 0.00022191321735355842im, -4.839887083219051e9 + 0.0im, -4.839887432252179e9 + 0.0im]
│ vs = Array{Complex{Float64},1}[[4.5847328633972366e-10 + 1.0881388360349e-12im, -0.0002219132257174981 - 8.109167248804283e-8im, 3.721567301320592e-17 - 2.066002481891886e-6im, -1.7995315137922085e-11 + 0.9999999753751223im], [4.5847328633972366e-10 - 1.0881388360349e-12im, -0.0002219132257174981 + 8.109167248804283e-8im, 3.721567301320592e-17 + 2.066002481891886e-6im, -1.7995315137922085e-11 - 0.9999999753751223im], [0.999983583311482 + 0.0im, 2.0659686103968507e-6 + 0.0im, 0.0057300177364451275 + 0.0im, 1.1838231161684105e-8 + 0.0im], [0.9999835833113244 + 0.0im, 2.0659686210097906e-6 + 0.0im, -0.005730017763917949 + 0.0im, -1.1838231195850026e-8 + 0.0im]]
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:276
┌ Debug: hard case not implemented, falling back to dogleg
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:308
┌ Debug: rightmost eigenvalue not real
│ M = [-4.883344542066415e9 -9999.803900698487 488.55158781719535 0.0012644250246254046; -9999.803900698487 -0.02047781336274386 0.0012644250246254046 3.272470467330008e-9; 1.0 0.0 -4.883344542066415e9 -9999.803900698487; 0.0 1.0 -9999.803900698487 -0.02047781336274386]
│ λs = Complex{Float64}[-9.141673390501439e-7 + 0.00027394064194812803im, -9.141673390501439e-7 - 0.00027394064194812803im, -4.883344519983673e9 + 0.0im, -4.883344564190109e9 + 0.0im]
│ vs = Array{Complex{Float64},1}[[5.609583183621845e-10 + 9.576887893825159e-14im, -0.00027394064618930706 - 2.0355588714604522e-8im, 1.1353206108523015e-17 - 2.047736635997022e-6im, -5.5762233751917994e-12 + 0.9999999624761639im], [5.609583183621845e-10 - 9.576887893825159e-14im, -0.00027394064618930706 + 2.0355588714604522e-8im, 1.1353206108523015e-17 + 2.047736635997022e-6im, -5.5762233751917994e-12 - 0.9999999624761639im], [0.998978133662816 + 0.0im, 2.045644197632519e-6 + 0.0im, 0.045196111108856366 + 0.0im, 9.25497361913951e-8 + 0.0im], [0.9989781337275757 + 0.0im, 2.0456442027139577e-6 + 0.0im, -0.04519610967746309 + 0.0im, -9.254973283362097e-8 + 0.0im]]
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:276
┌ Debug: hard case not implemented, falling back to dogleg
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:308
┌ Debug: rightmost eigenvalue not real
│ M = [-4.97084180128844e9 -9999.207268268645 2015.3110522758432 0.004288483063952598; -9999.207268268645 -0.020114875827172515 0.004288483063952598 9.125681600882224e-9; 1.0 0.0 -4.97084180128844e9 -9999.207268268645; 0.0 1.0 -9999.207268268645 -0.020114875827172515]
│ λs = Complex{Float64}[-8.560361890277856e-7 + 0.0003131051118275392im, -8.560361890277856e-7 - 0.0003131051118275392im, -4.97084175641637e9 + 0.0im, -4.970841846200734e9 + 0.0im]
│ vs = Array{Complex{Float64},1}[[6.298335513380362e-10 + 1.9924968792939257e-13im, -0.0003131051153252183 - 7.564163412299152e-8im, 4.762256133991112e-17 - 2.0115721196320565e-6im, -2.3683783721088064e-11 + 0.999999950980566im], [6.298335513380362e-10 - 1.9924968792939257e-13im, -0.0003131051153252183 + 7.564163412299152e-8im, 4.762256133991112e-17 + 2.0115721196320565e-6im, -2.3683783721088064e-11 - 0.999999950980566im], [0.9997519920010932 + 0.0im, 2.0110733309668192e-6 + 0.0im, 0.022270035603916757 + 0.0im, 4.479778489206417e-8 + 0.0im], [0.9997519920144311 + 0.0im, 2.011073333163765e-6 + 0.0im, -0.022270035005148268 + 0.0im, -4.4797783741346194e-8 + 0.0im]]
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:276
┌ Debug: hard case not implemented, falling back to dogleg
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:308
┌ Debug: rightmost eigenvalue not real
│ M = [-5.1481670818089285e9 -9996.88922565793 513265.39923932427 1.008111627716558; -9996.88922565793 -0.01941288880900707 1.008111627716558 1.98004590888749e-6; 1.0 0.0 -5.1481670818089285e9 -9996.88922565793; 0.0 1.0 -9996.88922565793 -0.01941288880900707]
│ λs = Complex{Float64}[-5.897360275026588e-7 + 6.1641201058686e-5im, -5.897360275026588e-7 - 6.1641201058686e-5im, -5.14816636540288e9 + 0.0im, -5.1481677982538e9 + 0.0im]
│ vs = Array{Complex{Float64},1}[[1.1969702066946976e-10 + 2.2296724047561915e-12im, -6.164120134799383e-5 - 4.371834394500951e-9im, 5.361875720436106e-19 - 1.9418346466931638e-6im, -2.694851212027647e-13 + 0.999999998098296im], [1.1969702066946976e-10 - 2.2296724047561915e-12im, -6.164120134799383e-5 + 4.371834394500951e-9im, 5.361875720436106e-19 + 1.9418346466931638e-6im, -2.694851212027647e-13 - 0.999999998098296im], [-0.9999990258445707 + 0.0im, -1.941832755518109e-6 + 0.0im, -0.0013958173731252455 + 0.0im, -2.710446510283967e-9 + 0.0im], [0.9999990258445645 + 0.0im, 1.9418327617199165e-6 + 0.0im, -0.0013958173775817239 + 0.0im, -2.7104465591204984e-9 + 0.0im]]
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:276
┌ Debug: hard case not implemented, falling back to dogleg
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:308
┌ Debug: rightmost eigenvalue not real
│ M = [-5.192983977371656e9 -9999.825762634377 409.70962227495653 0.0009398972182928834; -9999.825762634377 -0.019256627700305437 0.0009398972182928834 2.1561777730517763e-9; 1.0 0.0 -5.192983977371656e9 -9999.825762634377; 0.0 1.0 -9999.825762634377 -0.019256627700305437]
│ λs = Complex{Float64}[-5.490375432946817e-7 + 5.03804204249881e-5im, -5.490375432946817e-7 - 5.03804204249881e-5im, -5.192983957149623e9 + 0.0im, -5.192983997632206e9 + 0.0im]
│ vs = Array{Complex{Float64},1}[[-3.619869161364253e-14 + 9.701463201840011e-11im, 3.7069278757684287e-9 - 5.038042078015813e-5im, 1.9256415566444585e-6 + 3.610477937671455e-19im, -0.9999999987290527 - 1.8675658892616798e-13im], [-3.619869161364253e-14 - 9.701463201840011e-11im, 3.7069278757684287e-9 + 5.038042078015813e-5im, 1.9256415566444585e-6 - 3.610477937671455e-19im, -0.9999999987290527 + 1.8675658892616798e-13im], [0.998781852398336 + 0.0im, 1.9232958420808965e-6 + 0.0im, 0.04934380727143502 + 0.0im, 9.501848612883824e-8 + 0.0im], [-0.9987818519238869 + 0.0im, -1.9232958439851892e-6 + 0.0im, 0.04934381687488716 + 0.0im, 9.501850433617058e-8 + 0.0im]]
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:276
┌ Debug: hard case not implemented, falling back to dogleg
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:308
┌ Debug: rightmost eigenvalue not real
│ M = [-5.283200459016194e9 -9999.254256617882 1894.8470650068862 0.0037279089468430114; -9999.254256617882 -0.018925581189294865 0.0037279089468430114 7.334262153711949e-9; 1.0 0.0 -5.283200459016194e9 -9999.254256617882; 0.0 1.0 -9999.254256617882 -0.018925581189294865]
│ λs = Complex{Float64}[-5.283226792339021e-7 + 0.00017784702199541034im, -5.283226792339021e-7 - 0.00017784702199541034im, -5.283200415505263e9 + 0.0im, -5.283200502564975e9 + 0.0im]
│ vs = Array{Complex{Float64},1}[[3.366023285379782e-10 + 1.0677569939332443e-13im, -0.0001778470204786249 - 4.228394318017692e-8im, 1.4198738848568707e-17 - 1.8926508990842802e-6im, -7.520073451482753e-12 + 0.9999999841834267im], [3.366023285379782e-10 - 1.0677569939332443e-13im, -0.0001778470204786249 + 4.228394318017692e-8im, 1.4198738848568707e-17 + 1.8926508990842802e-6im, -7.520073451482753e-12 - 0.9999999841834267im], [0.9997362306821437 + 0.0im, 1.8921517051878693e-6 + 0.0im, 0.022966694535302527 + 0.0im, 4.346793582143808e-8 + 0.0im], [0.9997362306786244 + 0.0im, 1.8921517063494835e-6 + 0.0im, -0.0229666946884891 + 0.0im, -4.3467935972331916e-8 + 0.0im]]
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:276
┌ Debug: hard case not implemented, falling back to dogleg
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:308
┌ Debug: rightmost eigenvalue not real
│ M = [-5.328600045098019e9 -9999.102845214982 11059.350473467654 0.021391850993182752; -9999.102845214982 -0.01876374215029015 0.021391850993182752 4.137777259273801e-8; 1.0 0.0 -5.328600045098019e9 -9999.102845214982; 0.0 1.0 -9999.102845214982 -0.01876374215029015]
│ λs = Complex{Float64}[-5.316536267762635e-7 + 0.00025790565882538347im, -5.316536267762635e-7 - 0.00025790565882538347im, -5.328599939953297e9 + 0.0im, -5.328600150280266e9 + 0.0im]
│ vs = Array{Complex{Float64},1}[[-4.296251735987945e-14 + 4.83959251457339e-10im, -4.1052824584220104e-8 - 0.0002579056670421339im, 1.8764970963536653e-6 - 1.986826785423166e-17im, -0.9999999667405711 + 1.0587756515165019e-11im], [-4.296251735987945e-14 - 4.83959251457339e-10im, -4.1052824584220104e-8 + 0.0002579056670421339im, 1.8764970963536653e-6 + 1.986826785423166e-17im, -0.9999999667405711 - 1.0587756515165019e-11im], [0.9999547924188682 + 0.0im, 1.876412325711301e-6 + 0.0im, 0.00950858112532346 + 0.0im, 1.7842825397679305e-8 + 0.0im], [-0.999954792420247 + 0.0im, -1.8764123280001738e-6 + 0.0im, 0.009508580980332464 + 0.0im, 1.7842825256295954e-8 + 0.0im]]
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:276
┌ Debug: hard case not implemented, falling back to dogleg
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:308
┌ Debug: rightmost eigenvalue not real
│ M = [-5.419981907780782e9 -9999.279427909605 29034.626823144547 0.055370207679955194; -9999.279427909605 -0.018447987990063273 0.055370207679955194 1.0559322553708392e-7; 1.0 0.0 -5.419981907780782e9 -9999.279427909605; 0.0 1.0 -9999.279427909605 -0.018447987990063273]
│ λs = Complex{Float64}[-3.6944452124320544e-7 + 7.379991667169014e-5im, -3.6944452124320544e-7 - 7.379991667169014e-5im, -5.419981737403695e9 + 0.0im, -5.419982078194766e9 + 0.0im]
│ vs = Array{Complex{Float64},1}[[-3.9089060438682485e-13 + 1.3615285036767697e-10im, 3.141092579442284e-8 - 7.379991638369865e-5im, 1.8448916565753549e-6 + 4.2683805598938935e-18im, -0.9999999972750842 - 2.318123698723994e-12im], [-3.9089060438682485e-13 - 1.3615285036767697e-10im, 3.141092579442284e-8 + 7.379991638369865e-5im, 1.8448916565753549e-6 - 4.2683805598938935e-18im, -0.9999999972750842 + 2.318123698723994e-12im], [0.9999827796190852 + 0.0im, 1.8448598899553759e-6 + 0.0im, 0.005868599652804079 + 0.0im, 1.0826930714141929e-8 + 0.0im], [-0.999982779618967 + 0.0im, -1.8448598938636886e-6 + 0.0im, 0.005868599672959874 + 0.0im, 1.0826930478970294e-8 + 0.0im]]
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:276
┌ Debug: hard case not implemented, falling back to dogleg
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:308
┌ Debug: rightmost eigenvalue not real
│ M = [-5.46596418438172e9 -9999.824569863806 436.4203747181177 0.0009016376263012622; -9999.824569863806 -0.018294768482087033 0.0009016376263012622 1.8627691470345673e-9; 1.0 0.0 -5.46596418438172e9 -9999.824569863806; 0.0 1.0 -9999.824569863806 -0.018294768482087033]
│ λs = Complex{Float64}[-5.382725146646005e-7 + 0.0002384183748760631im, -5.382725146646005e-7 - 0.0002384183748760631im, -5.465964163509326e9 + 0.0im, -5.465964205290701e9 + 0.0im]
│ vs = Array{Complex{Float64},1}[[4.361795686292372e-10 + 3.1161011271318984e-13im, -0.00023841837256651543 - 1.6007387199090672e-7im, 6.981414957859394e-17 - 1.8294712420437176e-6im, -3.816455320987313e-11 + 0.9999999715766531im], [4.361795686292372e-10 - 3.1161011271318984e-13im, -0.00023841837256651543 + 1.6007387199090672e-7im, 6.981414957859394e-17 + 1.8294712420437176e-6im, -3.816455320987313e-11 - 0.9999999715766531im], [-0.9988562797554811 + 0.0im, -1.8273788899910316e-6 + 0.0im, -0.04781351680950504 + 0.0im, -8.74734565180918e-8 + 0.0im], [0.9988562794546586 + 0.0im, 1.8273788912411167e-6 + 0.0im, -0.047813523093888886 + 0.0im, -8.74734679160924e-8 + 0.0im]]
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:276
┌ Debug: hard case not implemented, falling back to dogleg
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:308
┌ Debug: rightmost eigenvalue not real
│ M = [-5.558511428102699e9 -9999.291448557993 28787.202645930858 0.0532444955795079; -9999.291448557993 -0.01798821099770582 0.0532444955795079 9.848043744941532e-8; 1.0 0.0 -5.558511428102699e9 -9999.291448557993; 0.0 1.0 -9999.291448557993 -0.01798821099770582]
│ λs = Complex{Float64}[-3.314012324327856e-7 + 6.709188236407272e-5im, -3.314012324327856e-7 - 6.709188236407272e-5im, -5.558511258452584e9 + 0.0im, -5.558511597788792e9 + 0.0im]
│ vs = Array{Complex{Float64},1}[[-2.6586001077092943e-13 + 1.206926156962618e-10im, 1.8353839004170425e-9 - 6.709188216981232e-5im, 1.7989153311842056e-6 + 2.270470160753927e-19im, -0.9999999977477221 - 1.2313936965913617e-13im], [-2.6586001077092943e-13 - 1.206926156962618e-10im, 1.8353839004170425e-9 + 6.709188216981232e-5im, 1.7989153311842056e-6 - 2.270470160753927e-19im, -0.9999999977477221 + 1.2313936965913617e-13im], [0.9999826315845569 + 0.0im, 1.7988840892839306e-6 + 0.0im, 0.005893770099719299 + 0.0im, 1.060239326015013e-8 + 0.0im], [-0.9999826315834887 + 0.0im, -1.7988840923640608e-6 + 0.0im, 0.005893770280951468 + 0.0im, 1.0602393884029706e-8 + 0.0im]]
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:276
┌ Debug: hard case not implemented, falling back to dogleg
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:308
┌ Debug: rightmost eigenvalue not real
│ M = [-5.698789019981943e9 -9999.13756716355 10926.266173135105 0.019535182583130785; -9999.13756716355 -0.01754483657082695 0.019535182583130785 3.4927151920806265e-8; 1.0 0.0 -5.698789019981943e9 -9999.13756716355; 0.0 1.0 -9999.13756716355 -0.01754483657082695]
│ λs = Complex{Float64}[-3.8876047066813774e-7 + 0.00021682261597363368im, -3.8876047066813774e-7 - 0.00021682261597363368im, -5.698788915470705e9 + 0.0im, -5.69878912452827e9 + 0.0im]
│ vs = Array{Complex{Float64},1}[[-1.2927214908340506e-13 - 3.8043857180805513e-10im, 1.0988361692776394e-7 + 0.00021682261506809843im, -1.7546073904761011e-6 + 4.182987506720637e-17im, 0.9999999764924316 - 2.3825253700265545e-11im], [-1.2927214908340506e-13 + 3.8043857180805513e-10im, 1.0988361692776394e-7 - 0.00021682261506809843im, -1.7546073904761011e-6 - 4.182987506720637e-17im, 0.9999999764924316 + 2.3825253700265545e-11im], [0.9999542418544474 + 0.0im, 1.7545271436131271e-6 + 0.0im, 0.009566305149755974 + 0.0im, 1.6785109816983262e-8 + 0.0im], [-0.9999542418492567 + 0.0im, -1.754527144845106e-6 + 0.0im, 0.009566305692311004 + 0.0im, 1.678511135340616e-8 + 0.0im]]
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:276
┌ Debug: hard case not implemented, falling back to dogleg
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:308
┌ Debug: rightmost eigenvalue not real
│ M = [-5.79327856543329e9 -9999.326075054854 1696.066391643223 0.0029896215710646205; -9999.326075054854 -0.01725929959924849 0.0029896215710646205 5.269744853275188e-9; 1.0 0.0 -5.79327856543329e9 -9999.326075054854; 0.0 1.0 -9999.326075054854 -0.01725929959924849]
│ λs = Complex{Float64}[-4.4052219159461743e-7 + 0.00017931528910462472im, -4.4052219159461743e-7 - 0.00017931528910462472im, -5.79327852426723e9 + 0.0im, -5.79327860663387e9 + 0.0im]
│ vs = Array{Complex{Float64},1}[[3.232610017747618e-13 + 3.0950213786910027e-10im, -1.9354329562626393e-7 - 0.00017931529463220423im, 1.7260219411730284e-6 - 5.991116897940687e-17im, -0.9999999839215047 + 3.470527361451375e-11im], [3.232610017747618e-13 - 3.0950213786910027e-10im, -1.9354329562626393e-7 + 0.00017931529463220423im, 1.7260219411730284e-6 + 5.991116897940687e-17im, -0.9999999839215047 - 3.470527361451375e-11im], [-0.9997053306178152 + 0.0im, -1.7255133626729387e-6 + 0.0im, -0.024274511969270274 + 0.0im, -4.189834102997172e-8 + 0.0im], [-0.9997053305988693 + 0.0im, -1.7255133631645973e-6 + 0.0im, 0.024274512749526075 + 0.0im, 4.189834219339794e-8 + 0.0im]]
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:276
┌ Debug: hard case not implemented, falling back to dogleg
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:308
┌ Debug: rightmost eigenvalue not real
│ M = [-5.79327856543329e9 -9999.326075054854 27137.062266291567 0.04783394513703393; -9999.326075054854 -0.01725929959924849 0.04783394513703393 8.4315917652403e-8; 1.0 0.0 -5.79327856543329e9 -9999.326075054854; 0.0 1.0 -9999.326075054854 -0.01725929959924849]
│ λs = Complex{Float64}[-3.3853635912780413e-7 + 0.0002769875345648571im, -3.3853635912780413e-7 - 0.0002769875345648571im, -5.793278400717249e9 + 0.0im, -5.793278730183851e9 + 0.0im]
│ vs = Array{Complex{Float64},1}[[4.780866068279703e-10 + 1.4653611034006267e-13im, -0.0002769875560267035 + 1.4596058084404007e-8im, -6.961561961413632e-18 - 1.7260219026060683e-6im, 4.04292650247641e-12 + 0.9999999616374569im], [4.780866068279703e-10 - 1.4653611034006267e-13im, -0.0002769875560267035 - 1.4596058084404007e-8im, -6.961561961413632e-18 + 1.7260219026060683e-6im, 4.04292650247641e-12 - 0.9999999616374569im], [-0.9999815755224977 + 0.0im, -1.7259901667004812e-6 + 0.0im, -0.006070305804805775 + 0.0im, -1.047748131426118e-8 + 0.0im], [0.9999815755227486 + 0.0im, 1.7259901687782293e-6 + 0.0im, -0.006070305763448673 + 0.0im, -1.0477480932195111e-8 + 0.0im]]
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:276
┌ Debug: hard case not implemented, falling back to dogleg
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:308
┌ Debug: rightmost eigenvalue not real
│ M = [-6.032901457089791e9 -9998.533600847997 534660.8119851376 0.8922575677165919; -9998.533600847997 -0.016571089047290155 0.8922575677165919 1.4890254705438537e-6; 1.0 0.0 -6.032901457089791e9 -9998.533600847997; 0.0 1.0 -9998.533600847997 -0.016571089047290155]
│ λs = Complex{Float64}[-3.3903554845610664e-7 + 0.0002329496459337325im, -3.3903554845610664e-7 - 0.0002329496459337325im, -6.032900725900448e9 + 0.0im, -6.032902188312275e9 + 0.0im]
│ vs = Array{Complex{Float64},1}[[3.8607540980807585e-10 + 1.2730593472166886e-12im, -0.00023294964998951147 - 1.5346961307338702e-7im, 5.924079345420852e-17 - 1.6573341036929601e-6im, -3.575069363134396e-11 + 0.9999999728658452im], [3.8607540980807585e-10 - 1.2730593472166886e-12im, -0.00023294964998951147 + 1.5346961307338702e-7im, 5.924079345420852e-17 + 1.6573341036929601e-6im, -3.575069363134396e-11 - 0.9999999728658452im], [-0.9999990648253699 + 0.0im, -1.6573325977043864e-6 + 0.0im, -0.0013676058053367272 + 0.0im, -2.2665798454625063e-9 + 0.0im], [0.999999064825373 + 0.0im, 1.657332600458271e-6 + 0.0im, -0.0013676058030037568 + 0.0im, -2.266579757532016e-9 + 0.0im]]
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:276
┌ Debug: hard case not implemented, falling back to dogleg
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:308
┌ Debug: rightmost eigenvalue not real
│ M = [-6.105735196680299e9 -9999.803056531746 612.3767967726722 0.0010494740774580527; -9999.803056531746 -0.016377560897516533 0.0010494740774580527 1.7985590653678757e-9; 1.0 0.0 -6.105735196680299e9 -9999.803056531746; 0.0 1.0 -9999.803056531746 -0.016377560897516533]
│ λs = Complex{Float64}[-2.0316764077589616e-7 + 0.00023201590691147392im, -2.0316764077589616e-7 - 0.00023201590691147392im, -6.105735171950433e9 + 0.0im, -6.105735221442921e9 + 0.0im]
│ vs = Array{Complex{Float64},1}[[2.0502832287841444e-14 + 3.7998919010736717e-10im, -1.7109526073699755e-8 - 0.00023201590663434252im, 1.6377721053643764e-6 - 6.471612958431123e-18im, -0.999999973082968 + 3.969682316694832e-12im], [2.0502832287841444e-14 - 3.7998919010736717e-10im, -1.7109526073699755e-8 + 0.00023201590663434252im, 1.6377721053643764e-6 + 6.471612958431123e-18im, -0.999999973082968 - 3.969682316694832e-12im], [0.9991845081458466 + 0.0im, 1.6364365592583165e-6 + 0.0im, 0.04037720493868095 + 0.0im, 6.612866183848955e-8 + 0.0im], [-0.9991845081221876 + 0.0im, -1.6364365598357626e-6 + 0.0im, 0.0403772055241494 + 0.0im, 6.612866255089169e-8 + 0.0im]]
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:276
┌ Debug: hard case not implemented, falling back to dogleg
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:308
┌ Debug: rightmost eigenvalue not real
│ M = [-6.203526655073265e9 -9999.365778591213 6431.909646390675 0.010497354862453104; -9999.365778591213 -0.016117961301968273 0.010497354862453104 1.7132463788589513e-8; 1.0 0.0 -6.203526655073265e9 -9999.365778591213; 0.0 1.0 -9999.365778591213 -0.016117961301968273]
│ λs = Complex{Float64}[-2.148489888352164e-7 + 0.000244986832200313im, -2.148489888352164e-7 - 0.000244986832200313im, -6.203526574890188e9 + 0.0im, -6.203526735288573e9 + 0.0im]
│ vs = Array{Complex{Float64},1}[[4.65378603708988e-14 + 3.948903845567921e-10im, -4.1849275211891523e-8 - 0.0002449868402313118im, 1.6118840195124273e-6 - 1.6449379835678513e-17im, -0.9999999699894238 + 1.0252522057241711e-11im], [4.65378603708988e-14 - 3.948903845567921e-10im, -4.1849275211891523e-8 + 0.0002449868402313118im, 1.6118840195124273e-6 + 1.6449379835678513e-17im, -0.9999999699894238 - 1.0252522057241711e-11im], [0.999922271644948 + 0.0im, 1.6117587781961946e-6 + 0.0im, 0.01246798563556168 + 0.0im, 2.009694716870701e-8 + 0.0im], [-0.9999222716383935 + 0.0im, -1.6117587786613173e-6 + 0.0im, 0.012467986161222647 + 0.0im, 2.009694850639565e-8 + 0.0im]]
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:276
┌ Debug: hard case not implemented, falling back to dogleg
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:308
┌ Debug: rightmost eigenvalue not real
│ M = [-6.302095034158379e9 -9999.379256584967 6258.993374416004 0.010041034441689163; -9999.379256584967 -0.015865895352375075 0.010041034441689163 1.6108400605008668e-8; 1.0 0.0 -6.302095034158379e9 -9999.379256584967; 0.0 1.0 -9999.379256584967 -0.015865895352375075]
│ λs = Complex{Float64}[-1.8612923804656873e-7 + 0.0002932488607590875im, -1.8612923804656873e-7 - 0.0002932488607590875im, -6.302094955060417e9 + 0.0im, -6.302095113288071e9 + 0.0im]
│ vs = Array{Complex{Float64},1}[[-2.133650244331986e-14 + 4.6529075740431244e-10im, 2.3671826721027855e-9 - 0.0002932488604105801im, 1.5866753471469475e-6 + 1.09130930830856e-18im, -0.9999999570012933 - 6.941736953054028e-13im], [-2.133650244331986e-14 - 4.6529075740431244e-10im, 2.3671826721027855e-9 + 0.0002932488604105801im, 1.5866753471469475e-6 - 1.09130930830856e-18im, -0.9999999570012933 + 6.941736953054028e-13im], [0.999920124466155 + 0.0im, 1.5865486786827235e-6 + 0.0im, 0.01263901440270453 + 0.0im, 2.005401337605041e-8 + 0.0im], [-0.9999201244658122 + 0.0im, -1.5865486791343208e-6 + 0.0im, 0.012639014429830406 + 0.0im, 2.0054013509027808e-8 + 0.0im]]
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:276
┌ Debug: hard case not implemented, falling back to dogleg
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:308
┌ Debug: rightmost eigenvalue not real
│ M = [-6.401440333935635e9 -9999.388879202717 6161.70492774694 0.009718460421706775; -9999.388879202717 -0.01561968637461247 0.009718460421706775 1.5328301837851335e-8; 1.0 0.0 -6.401440333935635e9 -9999.388879202717; 0.0 1.0 -9999.388879202717 -0.01561968637461247]
│ λs = Complex{Float64}[-9.753985429409998e-8 + 5.8724037418857274e-5im, -9.753985429409998e-8 - 5.8724037418857274e-5im, -6.401440255454767e9 + 0.0im, -6.401440412447742e9 + 0.0im]
│ vs = Array{Complex{Float64},1}[[9.17300539557097e-11 + 4.157358322615795e-14im, -5.872403547291378e-5 - 1.7287503428775608e-8im, 1.5913040062402192e-18 - 1.5620529661889194e-6im, -1.0151919791465992e-12 + 0.9999999982745239im], [9.17300539557097e-11 - 4.157358322615795e-14im, -5.872403547291378e-5 + 1.7287503428775608e-8im, 1.5913040062402192e-18 + 1.5620529661889194e-6im, -1.0151919791465992e-12 - 0.9999999982745239im], [-0.9999188635866932 + 0.0im, -1.5619262293716844e-6 + 0.0im, -0.012738376704120079 + 0.0im, -1.9898019076751482e-8 + 0.0im], [0.9999188635858762 + 0.0im, 1.5619262297738285e-6 + 0.0im, -0.012738376768242304 + 0.0im, -1.9898019286009277e-8 + 0.0im]]
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:276
┌ Debug: hard case not implemented, falling back to dogleg
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:308
┌ Debug: rightmost eigenvalue not real
│ M = [-6.501562554405038e9 -9999.39830792503 97057.77344798711 0.15054360526853738; -9999.39830792503 -0.015379165261655862 0.15054360526853738 2.3350398718341112e-7; 1.0 0.0 -6.501562554405038e9 -9999.39830792503; 0.0 1.0 -9999.39830792503 -0.015379165261655862]
│ λs = Complex{Float64}[-2.4108078808864066e-7 + 0.00026750165781740977im, -2.4108078808864066e-7 - 0.00026750165781740977im, -6.501562242879063e9 + 0.0im, -6.501562865961776e9 + 0.0im]
│ vs = Array{Complex{Float64},1}[[-5.708435484155566e-14 + 4.11417404538428e-10im, -8.964109066145198e-8 - 0.0002675016945086083im, 1.5379991912153764e-6 - 3.686254878252642e-17im, -0.9999999642202341 + 2.3979144543476508e-11im], [-5.708435484155566e-14 - 4.11417404538428e-10im, -8.964109066145198e-8 + 0.0002675016945086083im, 1.5379991912153764e-6 + 3.686254878252642e-17im, -0.9999999642202341 - 2.3979144543476508e-11im], [0.9999948484548516 + 0.0im, 1.5379913226236966e-6 + 0.0im, 0.0032098382191977043 + 0.0im, 4.936728878609468e-9 + 0.0im], [-0.9999948484547884 + 0.0im, -1.5379913239387093e-6 + 0.0im, 0.003209838238870642 + 0.0im, 4.936728583008522e-9 + 0.0im]]
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:276
┌ Debug: hard case not implemented, falling back to dogleg
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:308
┌ Debug: rightmost eigenvalue not real
│ M = [-6.526714503380538e9 -9999.96415719977 87.95900173421988 0.00015311933336713932; -9999.96415719977 -0.015321629939274507 0.00015311933336713932 2.665506632469638e-10; 1.0 0.0 -6.526714503380538e9 -9999.96415719977; 0.0 1.0 -9999.96415719977 -0.015321629939274507]
│ λs = Complex{Float64}[-1.321353039364582e-7 + 0.00021116011861671858im, -1.321353039364582e-7 - 0.00021116011861671858im, -6.52671449401721e9 + 0.0im, -6.526714512774509e9 + 0.0im]
│ vs = Array{Complex{Float64},1}[[-2.6192156082904816e-15 + 3.2353087227668556e-10im, -1.2619727485230214e-10 - 0.00021116012049396914im, 1.532158933697581e-6 - 2.9275576239476755e-20im, -0.9999999777045276 + 2.6647832703473318e-14im], [-2.6192156082904816e-15 - 3.2353087227668556e-10im, -1.2619727485230214e-10 + 0.00021116012049396914im, 1.532158933697581e-6 + 2.9275576239476755e-20im, -0.9999999777045276 - 2.6647832703473318e-14im], [-0.9943635432153554 + 0.0im, -1.5235230199563566e-6 + 0.0im, -0.1060242610059417 + 0.0im, -1.624460226192859e-7 + 0.0im], [-0.9943635453169841 + 0.0im, -1.5235230237955165e-6 + 0.0im, 0.10602424129551472 + 0.0im, 1.6244599179617708e-7 + 0.0im]]
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:276
┌ Debug: hard case not implemented, falling back to dogleg
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:308
┌ Debug: rightmost eigenvalue not real
│ M = [-6.577164073961312e9 -9999.85166760015 374.16022809516994 0.0005863335387177414; -9999.85166760015 -0.015203759596406503 0.0005863335387177414 9.188229876154146e-10; 1.0 0.0 -6.577164073961312e9 -9999.85166760015; 0.0 1.0 -9999.85166760015 -0.015203759596406503]
│ λs = Complex{Float64}[-1.338156091545918e-7 + 0.00045631826606825016im, -1.338156091545918e-7 - 0.00045631826606825016im, -6.577164054633297e9 + 0.0im, -6.577164093319737e9 + 0.0im]
│ vs = Array{Complex{Float64},1}[[6.937814105967255e-10 - 9.151013280472853e-14im, -0.0004563181855764091 + 6.19634117904333e-8im, -4.298861613905025e-17 - 1.520389413089962e-6im, 2.8275034576067185e-11 + 0.9999998958856933im], [6.937814105967255e-10 + 9.151013280472853e-14im, -0.0004563181855764091 - 6.19634117904333e-8im, -4.298861613905025e-17 + 1.520389413089962e-6im, 2.8275034576067185e-11 - 0.9999998958856933im], [-0.9986663467649117 + 0.0im, -1.518361898828445e-6 + 0.0im, -0.05162875010024609 + 0.0im, -7.849581326775656e-8 + 0.0im], [-0.9986663472663301 + 0.0im, -1.5183618998527992e-6 + 0.0im, 0.051628740401197505 + 0.0im, 7.849579845148336e-8 + 0.0im]]
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:276
┌ Debug: hard case not implemented, falling back to dogleg
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:308
┌ Debug: rightmost eigenvalue not real
│ M = [-6.678645905641968e9 -9999.410834662238 5973.968939706993 0.009003612028946666; -9999.410834662238 -0.014971409672248014 0.009003612028946666 1.35697105870405e-8; 1.0 0.0 -6.678645905641968e9 -9999.410834662238; 0.0 1.0 -9999.410834662238 -0.014971409672248014]
│ λs = Complex{Float64}[-2.634914840564085e-7 + 0.0004086331674903787im, -2.634914840564085e-7 - 0.0004086331674903787im, -6.678645828365422e9 + 0.0im, -6.678645982948456e9 + 0.0im]
│ vs = Array{Complex{Float64},1}[[6.484901184837868e-14 + 6.118143429190415e-10im, -4.911829892817465e-8 - 0.0004086332108646656im, 1.4972211645202535e-6 - 3.0096103011182407e-17im, -0.9999999165083244 + 2.0071369696492147e-11im], [6.484901184837868e-14 - 6.118143429190415e-10im, -4.911829892817465e-8 + 0.0004086332108646656im, 1.4972211645202535e-6 + 3.0096103011182407e-17im, -0.9999999165083244 - 2.0071369696492147e-11im], [-0.9999163139186876 + 0.0im, -1.497095992821374e-6 + 0.0im, -0.01293696861798368 + 0.0im, -1.9369505048033543e-8 + 0.0im], [-0.9999163139193991 + 0.0im, -1.497095993052892e-6 + 0.0im, 0.012936968562996008 + 0.0im, 1.9369504557100023e-8 + 0.0im]]
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:276
┌ Debug: hard case not implemented, falling back to dogleg
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:308
┌ Debug: rightmost eigenvalue not real
│ M = [-6.780904658014771e9 -9999.423168500487 5813.882840298153 0.008622845478206074; -9999.423168500487 -0.01474566311512407 0.008622845478206074 1.278895123679614e-8; 1.0 0.0 -6.780904658014771e9 -9999.423168500487; 0.0 1.0 -9999.423168500487 -0.01474566311512407]
│ λs = Complex{Float64}[-9.831342715524576e-8 + 6.419957614885235e-5im, -9.831342715524576e-8 - 6.419957614885235e-5im, -6.780904581780668e9 + 0.0im, -6.780904734278369e9 + 0.0im]
│ vs = Array{Complex{Float64},1}[[3.475424158398178e-14 + 9.467154623612908e-11im, -2.85900205870826e-8 - 6.419957612018334e-5im, 1.474644409683263e-6 - 2.705844320160813e-18im, -0.9999999979381199 + 1.83546720557208e-12im], [3.475424158398178e-14 - 9.467154623612908e-11im, -2.85900205870826e-8 + 6.419957612018334e-5im, 1.474644409683263e-6 + 2.705844320160813e-18im, -0.9999999979381199 - 1.83546720557208e-12im], [0.9999140099849891 + 0.0im, 1.4745176081322218e-6 + 0.0im, 0.013113833671519366 + 0.0im, 1.933824165939811e-8 + 0.0im], [-0.9999140099798255 + 0.0im, -1.474517608316147e-6 + 0.0im, 0.01311383406524389 + 0.0im, 1.933824197006364e-8 + 0.0im]]
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:276
┌ Debug: hard case not implemented, falling back to dogleg
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:308
┌ Debug: rightmost eigenvalue not real
│ M = [-6.8839403310797205e9 -9999.431793092539 5726.768926624282 0.008359845367066314; -9999.431793092539 -0.014524974674628374 0.008359845367066314 1.220356809515203e-8; 1.0 0.0 -6.8839403310797205e9 -9999.431793092539; 0.0 1.0 -9999.431793092539 -0.014524974674628374]
│ λs = Complex{Float64}[-1.2557688472639205e-7 + 0.0002708733504327412im, -1.2557688472639205e-7 - 0.0002708733504327412im, -6.883940255418831e9 + 0.0im, -6.88394040676966e9 + 0.0im]
│ vs = Array{Complex{Float64},1}[[3.9346353446377493e-10 + 9.91487707907579e-14im, -0.00027087334054588005 - 6.417207931708191e-8im, 2.5218257402855686e-17 - 1.4525738086376855e-6im, -1.738250611971106e-11 + 0.999999963312759im], [3.9346353446377493e-10 - 9.91487707907579e-14im, -0.00027087334054588005 + 6.417207931708191e-8im, 2.5218257402855686e-17 + 1.4525738086376855e-6im, -1.738250611971106e-11 - 0.999999963312759im], [0.9999127021755175 + 0.0im, 1.4524470556159412e-6 + 0.0im, 0.01321317622469778 + 0.0im, 1.919311450987145e-8 + 0.0im], [-0.9999127021697984 + 0.0im, -1.452447055764016e-6 + 0.0im, 0.01321317665749351 + 0.0im, 1.9193114956752482e-8 + 0.0im]]
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:276
┌ Debug: hard case not implemented, falling back to dogleg
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:308
┌ Debug: rightmost eigenvalue not real
│ M = [-7.06612222435885e9 -9999.347311467196 124074.19437219828 0.17613919249238222; -9999.347311467196 -0.014150235737119937 0.17613919249238222 2.5005211832203806e-7; 1.0 0.0 -7.06612222435885e9 -9999.347311467196; 0.0 1.0 -9999.347311467196 -0.014150235737119937]
│ λs = Complex{Float64}[-2.0732575917399286e-7 + 0.00042194146746394494im, -2.0732575917399286e-7 - 0.00042194146746394494im, -7.066121872131324e9 + 0.0im, -7.066122576614677e9 + 0.0im]
│ vs = Array{Complex{Float64},1}[[5.970939818098402e-10 + 2.719878375935557e-13im, -0.0004219414450601404 - 1.3627983475039684e-7im, 8.142164341512495e-17 - 1.415110877612341e-6im, -5.7502115617886e-11 + 0.9999999109816939im], [5.970939818098402e-10 - 2.719878375935557e-13im, -0.0004219414450601404 + 1.3627983475039684e-7im, 8.142164341512495e-17 + 1.415110877612341e-6im, -5.7502115617886e-11 - 0.9999999109816939im], [0.9999959701763678 + 0.0im, 1.415105300581342e-6 + 0.0im, 0.002838948576918015 + 0.0im, 4.017427380358546e-9 + 0.0im], [0.9999959701763772 + 0.0im, 1.4151053010493844e-6 + 0.0im, -0.0028389485735497793 + 0.0im, -4.0174273024941954e-9 + 0.0im]]
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:276
┌ Debug: hard case not implemented, falling back to dogleg
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:308
┌ Debug: rightmost eigenvalue not real
│ M = [-7.092342439286051e9 -9999.967086049814 80.23939647319428 0.00011993439848472343; -9999.967086049814 -0.014099668995345444 0.00011993439848472343 1.7926680124890775e-10; 1.0 0.0 -7.092342439286051e9 -9999.967086049814; 0.0 1.0 -9999.967086049814 -0.014099668995345444]
│ λs = Complex{Float64}[-4.870732001985798e-8 + 0.00013434314800835824im, -4.870732001985798e-8 - 0.00013434314800835824im, -7.092342430342507e9 + 0.0im, -7.092342448257791e9 + 0.0im]
│ vs = Array{Complex{Float64},1}[[1.894193691975085e-10 + 2.3349377986647823e-15im, -0.0001343431452905283 - 9.414027543619419e-10im, 1.5712461171567271e-19 - 1.4099667466384302e-6im, -1.2647099757430794e-13 + 0.9999999909749656im], [1.894193691975085e-10 - 2.3349377986647823e-15im, -0.0001343431452905283 + 9.414027543619419e-10im, 1.5712461171567271e-19 + 1.4099667466384302e-6im, -1.2647099757430794e-13 - 0.9999999909749656im], [0.9938262962378468 + 0.0im, 1.4012620422805024e-6 + 0.0im, 0.11094725280138966 + 0.0im, 1.564319385104207e-7 + 0.0im], [0.9938262985624186 + 0.0im, 1.401262045799389e-6 + 0.0im, -0.11094723197869177 + 0.0im, -1.5643190912073557e-7 + 0.0im]]
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:276
┌ Debug: hard case not implemented, falling back to dogleg
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:308
┌ Debug: rightmost eigenvalue not real
│ M = [-7.144928541770225e9 -9999.863418956533 344.2419103648968 0.00048819391523601056; -9999.863418956533 -0.013995603827400564 0.00048819391523601056 6.923424827059306e-10; 1.0 0.0 -7.144928541770225e9 -9999.863418956533; 0.0 1.0 -9999.863418956533 -0.013995603827400564]
│ λs = Complex{Float64}[-2.7835744395107686e-8 + 0.0001478937925904741im, -2.7835744395107686e-8 - 0.0001478937925904741im, -7.144928523230486e9 + 0.0im, -7.144928560337957e9 + 0.0im]
│ vs = Array{Complex{Float64},1}[[2.0698842124047553e-10 + 9.771523867829757e-14im, -0.0001478937678305189 - 6.922545769949551e-8im, 1.430808054501964e-17 - 1.3995749924649008e-6im, -1.023801388718576e-11 + 0.9999999890627348im], [2.0698842124047553e-10 - 9.771523867829757e-14im, -0.0001478937678305189 + 6.922545769949551e-8im, 1.430808054501964e-17 + 1.3995749924649008e-6im, -1.023801388718576e-11 - 0.9999999890627348im], [0.99855069345745 + 0.0im, 1.3975465945302579e-6 + 0.0im, 0.053819258576158095 + 0.0im, 7.53240892471807e-8 + 0.0im], [0.998550693015849 + 0.0im, 1.397546593944355e-6 + 0.0im, -0.05381926676952825 + 0.0im, -7.532410069678933e-8 + 0.0im]]
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:276
┌ Debug: hard case not implemented, falling back to dogleg
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:308
┌ Debug: rightmost eigenvalue not real
│ M = [-7.22417187707093e9 -9999.699795539082 107417.6490026895 0.1494683493948932; -9999.699795539082 -0.013841626834583898 0.1494683493948932 2.0798060354378544e-7; 1.0 0.0 -7.22417187707093e9 -9999.699795539082; 0.0 1.0 -9999.699795539082 -0.013841626834583898]
│ λs = Complex{Float64}[-5.812276485465744e-8 + 8.884962605581924e-5im, -5.812276485465744e-8 - 8.884962605581924e-5im, -7.224171549338566e9 + 0.0im, -7.224172204830978e9 + 0.0im]
│ vs = Array{Complex{Float64},1}[[-1.2298566913340253e-10 - 1.175988661647736e-13im, 8.884962852321045e-5 + 6.854887046880975e-9im, -8.490062900031222e-19 + 1.3842001445332461e-6im, 6.09054185530351e-13 - 0.9999999960519137im], [-1.2298566913340253e-10 + 1.175988661647736e-13im, 8.884962852321045e-5 - 6.854887046880975e-9im, -8.490062900031222e-19 - 1.3842001445332461e-6im, 6.09054185530351e-13 + 0.9999999960519137im], [0.9999953453061563 + 0.0im, 1.3841937062274038e-6 + 0.0im, 0.003051125055622653 + 0.0im, 4.223367632338529e-9 + 0.0im], [0.9999953453061314 + 0.0im, 1.3841937069199871e-6 + 0.0im, -0.0030511250637925104 + 0.0im, -4.22336788663476e-9 + 0.0im]]
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:276
┌ Debug: hard case not implemented, falling back to dogleg
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:308
┌ Debug: rightmost eigenvalue not real
│ M = [-7.263957426429782e9 -9999.958608336918 129.44607382205172 0.00018448480082591134; -9999.958608336918 -0.013766525545758263 0.00018448480082591134 2.6292525320283783e-10; 1.0 0.0 -7.263957426429782e9 -9999.958608336918; 0.0 1.0 -9999.958608336918 -0.013766525545758263]
│ λs = Complex{Float64}[-1.532813656540857e-7 + 0.0005492883888983233im, -1.532813656540857e-7 - 0.0005492883888983233im, -7.263957415066106e9 + 0.0im, -7.263957437820993e9 + 0.0im]
│ vs = Array{Complex{Float64},1}[[-7.561802506793227e-10 - 3.585465258026943e-13im, 0.0005492883884342444 + 2.5986107174413853e-7im, -1.9652519629015375e-16 + 1.3766541447912672e-6im, 1.427386909840997e-10 - 0.9999998491401403im], [-7.561802506793227e-10 + 3.585465258026943e-13im, 0.0005492883884342444 - 2.5986107174413853e-7im, -1.9652519629015375e-16 - 1.3766541447912672e-6im, 1.427386909840997e-10 + 0.9999998491401403im], [0.9961596214678567 + 0.0im, 1.371367478639543e-6 + 0.0im, 0.0875557454146875 + 0.0im, 1.2053399799788478e-7 + 0.0im], [0.9961596180760662 + 0.0im, 1.371367474016505e-6 + 0.0im, -0.0875557840045485 + 0.0im, -1.205340511289954e-7 + 0.0im]]
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:276
┌ Debug: hard case not implemented, falling back to dogleg
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:308
┌ Debug: rightmost eigenvalue not real
│ M = [-7.317174776976326e9 -9999.86666046537 335.9162491745629 0.00046363605234190546; -9999.86666046537 -0.013666149070124763 0.00046363605234190546 6.399166148091883e-10; 1.0 0.0 -7.317174776976326e9 -9999.86666046537; 0.0 1.0 -9999.86666046537 -0.013666149070124763]
│ λs = Complex{Float64}[-2.567283471448722e-7 + 0.000490316123956119im, -2.567283471448722e-7 - 0.000490316123956119im, -7.31717475866196e9 + 0.0im, -7.317174795318023e9 + 0.0im]
│ vs = Array{Complex{Float64},1}[[1.1859003362646447e-14 + 6.700805168762774e-10im, -9.332201400535922e-9 - 0.0004903161635650712im, 1.3666293018684689e-6 - 6.237974140054295e-18im, -0.999999879794089 + 4.575729714833415e-12im], [1.1859003362646447e-14 - 6.700805168762774e-10im, -9.332201400535922e-9 + 0.0004903161635650712im, 1.3666293018684689e-6 + 6.237974140054295e-18im, -0.999999879794089 - 4.575729714833415e-12im], [0.9985148467636321 + 0.0im, 1.3645998121450571e-6 + 0.0im, 0.05448027891569586 + 0.0im, 7.445435442308967e-8 + 0.0im], [-0.9985148465578759 + 0.0im, -1.3645998118974254e-6 + 0.0im, 0.05448028268679637 + 0.0im, 7.445435975150967e-8 + 0.0im]]
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:276
┌ Debug: hard case not implemented, falling back to dogleg
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:308
┌ Debug: rightmost eigenvalue not real
│ M = [-7.343856288564485e9 -9999.834333469395 2080.411312449734 0.0028543547001309002; -9999.834333469395 -0.013616408531585016 0.0028543547001309002 3.91621632962843e-9; 1.0 0.0 -7.343856288564485e9 -9999.834333469395; 0.0 1.0 -9999.834333469395 -0.013616408531585016]
│ λs = Complex{Float64}[-3.2145416224596727e-7 + 0.00047318892303722986im, -3.2145416224596727e-7 - 0.00047318892303722986im, -7.343856242966628e9 + 0.0im, -7.343856334189574e9 + 0.0im]
│ vs = Array{Complex{Float64},1}[[-6.443224152736709e-10 - 2.7057479520808947e-13im, 0.0004731889612640683 + 1.9654077149100502e-7im, -1.2671597009056572e-16 + 1.361659708462408e-6im, 9.300093385829732e-11 - 0.9999998880451508im], [-6.443224152736709e-10 + 2.7057479520808947e-13im, 0.0004731889612640683 - 1.9654077149100502e-7im, -1.2671597009056572e-16 - 1.361659708462408e-6im, 9.300093385829732e-11 + 0.9999998880451508im], [0.9997597500821731 + 0.0im, 1.3613327225467419e-6 + 0.0im, 0.02191898979826796 + 0.0im, 2.984620869851337e-8 + 0.0im], [0.9997597500688222 + 0.0im, 1.3613327226888808e-6 + 0.0im, -0.021918990407236157 + 0.0im, -2.984620933580741e-8 + 0.0im]]
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:276
┌ Debug: hard case not implemented, falling back to dogleg
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:308
┌ Debug: rightmost eigenvalue not real
│ M = [-7.397364984370583e9 -9999.868557838689 5279.465837466764 0.0071984547365295465; -9999.868557838689 -0.013518005134988232 0.0071984547365295465 9.814960867088075e-9; 1.0 0.0 -7.397364984370583e9 -9999.868557838689; 0.0 1.0 -9999.868557838689 -0.013518005134988232]
│ λs = Complex{Float64}[-4.2234283645373104e-8 + 6.00651802307172e-5im, -4.2234283645373104e-8 - 6.00651802307172e-5im, -7.39736491172417e9 + 0.0im, -7.397365057044035e9 + 0.0im]
│ vs = Array{Complex{Float64},1}[[-4.368586655617568e-14 + 8.119701235485645e-11im, 2.6096291405597327e-8 - 6.0065183110721486e-5im, 1.3518149451496875e-6 + 2.1243586317137853e-18im, -0.9999999981951729 - 1.5674785383242625e-12im], [-4.368586655617568e-14 - 8.119701235485645e-11im, 2.6096291405597327e-8 + 6.0065183110721486e-5im, 1.3518149451496875e-6 - 2.1243586317137853e-18im, -0.9999999981951729 + 1.5674785383242625e-12im], [0.9999053069013563 + 0.0im, 1.3516869398831448e-6 + 0.0im, 0.013761439920203247 + 0.0im, 1.8602920288306006e-8 + 0.0im], [-0.9999053068998649 + 0.0im, -1.3516869401051894e-6 + 0.0im, 0.013761440028552353 + 0.0im, 1.860292025567152e-8 + 0.0im]]
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:276
┌ Debug: hard case not implemented, falling back to dogleg
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:308
┌ Debug: rightmost eigenvalue not real
│ M = [-7.424192168588517e9 -9999.967607262184 81.15509788794573 0.00011292355855165555; -9999.967607262184 -0.013469423985988275 0.00011292355855165555 1.5712789963701392e-10; 1.0 0.0 -7.424192168588517e9 -9999.967607262184; 0.0 1.0 -9999.967607262184 -0.013469423985988275]
│ λs = Complex{Float64}[7.235010977961449e-10 + 0.00013406699906269476im, 7.235010977961449e-10 - 0.00013406699906269476im, -7.424192159593373e9 + 0.0im, -7.4241921776105995e9 + 0.0im]
│ vs = Array{Complex{Float64},1}[[3.180355284682079e-14 + 1.8058059682987538e-10im, -2.4186369518286455e-8 - 0.00013406693958771743im, 1.3469435178325995e-6 - 4.343584953520052e-18im, -0.9999999910121207 + 3.2425925483646305e-12im], [3.180355284682079e-14 - 1.8058059682987538e-10im, -2.4186369518286455e-8 + 0.00013406693958771743im, 1.3469435178325995e-6 + 4.343584953520052e-18im, -0.9999999910121207 - 3.2425925483646305e-12im], [0.993895319702706 + 0.0im, 1.338720870342619e-6 + 0.0im, 0.11032721092840576 + 0.0im, 1.4860452283299574e-7 + 0.0im], [-0.9938953121739866 + 0.0im, -1.3387208602916312e-6 + 0.0im, 0.1103272787517169 + 0.0im, 1.4860461448190643e-7 + 0.0im]]
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:276
┌ Debug: hard case not implemented, falling back to dogleg
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:308
┌ Debug: rightmost eigenvalue not real
│ M = [-7.477992209654171e9 -9999.869492276608 328.79677669057986 0.0004429238191491322; -9999.869492276608 -0.013372254749508788 0.0004429238191491322 5.966649416222025e-10; 1.0 0.0 -7.477992209654171e9 -9999.869492276608; 0.0 1.0 -9999.869492276608 -0.013372254749508788]
│ λs = Complex{Float64}[-2.132995662000011e-8 + 9.660811701128335e-5im, -2.132995662000011e-8 - 9.660811701128335e-5im, -7.47799219153478e9 + 0.0im, -7.477992227800305e9 + 0.0im]
│ vs = Array{Complex{Float64},1}[[-1.291882234951036e-10 - 5.410168840702667e-15im, 9.660811370271541e-5 + 3.6712743956002214e-9im, -4.757148790016964e-19 + 1.33723988543933e-6im, 3.5467483984474857e-13 - 0.9999999953325418im], [-1.291882234951036e-10 + 5.410168840702667e-15im, 9.660811370271541e-5 - 3.6712743956002214e-9im, -4.757148790016964e-19 - 1.33723988543933e-6im, 3.5467483984474857e-13 + 0.9999999953325418im], [0.9984827627793585 + 0.0im, 1.3352109814565756e-6 + 0.0im, 0.0550651653108439 + 0.0im, 7.363533567920563e-8 + 0.0im], [-0.998482762011879 + 0.0im, -1.3352109804740716e-6 + 0.0im, 0.05506517922735465 + 0.0im, 7.363535434743232e-8 + 0.0im]]
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:276
┌ Debug: hard case not implemented, falling back to dogleg
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:308
┌ Debug: rightmost eigenvalue not real
│ M = [-7.477992209654171e9 -9999.869492276608 5260.748427049278 0.0070867811063861155; -9999.869492276608 -0.013372254749508788 0.0070867811063861155 9.54663906595524e-9; 1.0 0.0 -7.477992209654171e9 -9999.869492276608; 0.0 1.0 -9999.869492276608 -0.013372254749508788]
│ λs = Complex{Float64}[-2.410204831835355e-7 + 0.00042783084087279167im, -2.410204831835355e-7 - 0.00042783084087279167im, -7.4779921371364975e9 + 0.0im, -7.4779922821985855e9 + 0.0im]
│ vs = Array{Complex{Float64},1}[[1.1554751838498134e-13 + 5.721125275211274e-10im, -9.147996704594874e-8 - 0.000427830885891221im, 1.3372397694878717e-6 - 5.231762195314985e-17im, -0.9999999084794637 + 3.913795895986623e-11im], [1.1554751838498134e-13 - 5.721125275211274e-10im, -9.147996704594874e-8 + 0.000427830885891221im, 1.3372397694878717e-6 + 5.231762195314985e-17im, -0.9999999084794637 - 3.913795895986623e-11im], [-0.9999049699669716 + 0.0im, -1.3371128134423486e-6 + 0.0im, -0.013785899809631214 + 0.0im, -1.8435055019989455e-8 + 0.0im], [-0.9999049699636505 + 0.0im, -1.3371128136102916e-6 + 0.0im, 0.01378590005053033 + 0.0im, 1.84350556632195e-8 + 0.0im]]
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:276
┌ Debug: hard case not implemented, falling back to dogleg
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:308
┌ Debug: rightmost eigenvalue not real
│ M = [-7.559056452827088e9 -9999.83859092822 2032.228433205433 0.00270189947334027; -9999.83859092822 -0.013228764901196299 0.00270189947334027 3.592244181192628e-9; 1.0 0.0 -7.559056452827088e9 -9999.83859092822; 0.0 1.0 -9999.83859092822 -0.013228764901196299]
│ λs = Complex{Float64}[-1.0172545667501704e-7 + 0.0002714820655746311im, -1.0172545667501704e-7 - 0.0002714820655746311im, -7.559056407760082e9 + 0.0im, -7.55905649792056e9 + 0.0im]