mev 1.14
==============
New:
- bivariate coefficient of extremal asymmetry
- four new families of max-stable models (pairwise beta, pairwise exponential, weighted Dirichlet and weighted exponential) for rmev, following Ballani and Schlather (2011)
- maximum likelihood estimation routines (
fit.gpd
,fit.gev
, etc.) now accept fixed parameters - mean residual life plots with weighted least square fit
- coefficient of variation tests for threshold selection
- Varty et al. metric based threshold selection diagnostic
- anova methods for
mev_gpd
andmev_gev
objects rmev
andrmevspec
now accept a distance matrix in place of coordinates for spatial models.- new datasets
- website with vignettes
Changes
- Functions W.diag and NC.diag now have S3 plot and print methods
- Changes to arguments (backward compatible) to xdat throughout
- Many dependencies used by single functions are now listed in Suggest.
Fixes:
- ext.coef correctly handles arrays with missing values (reported by M. Jousset)
- Optimization method in fit.gev now uses the PWM solution of Hosking (1985) as starting value
- gev.pll now returns confidence intervals for param = "quant" (reported by D. Dupuis)
- Fixes to NHPP order statistics density (returns -Inf outside of domain, also correctly evaluate for boundary case when xi=-1)
- Optimization routines fit.pp, fit.gev and fit.rlarg now return correct MLE when solution lies on boundary (xi=-1) and are more robust to failure (gradients for nlminb return large values rather than NAs which caused the algorithm to stop).
- Grimshaw's algorithm sometimes returned incorrect value because of too low tolerance for eta near zero. Set back to default settings.
- fit.gpd(..., method = "obre") now returns additional failure messages if the algorithm drifts towards infeasible values.
- rparp now correctly handles xi=0
- Extended GP model now has 'step' for discretization, and a valid distribution function that returns real arguments whenever the input is finite (#9)
- W.diag and egp.fitrange include arguments for changing 'par' (#10)
- smith.penult now computes reciprocal hazard and it's derivative on the log scale (when possible) to avoid numerical overflow.