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(set-option :produce-unsat-model-interpolants true) | ||
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(set-info :smt-lib-version 2.6) | ||
(set-logic QF_NRA) | ||
(set-info :source |These benchmarks used in the paper: | ||
Dejan Jovanovic and Leonardo de Moura. Solving Non-Linear Arithmetic. | ||
In IJCAR 2012, published as LNCS volume 7364, pp. 339--354. | ||
The hong family is a set of crafted benchmarks, a parametrized | ||
generalization of the problem of Hong, sum x_i^2 < 1 and prod x_i > 1. | ||
See: | ||
H. Hong. Comparison of several decision algorithms for the existential | ||
theory of the reals. 1991. | ||
Submitted by Dejan Jovanvic for SMT-LIB. | ||
|) | ||
(set-info :category "crafted") | ||
(set-info :status unsat) | ||
(declare-fun x_0 () Real) | ||
(declare-fun x_1 () Real) | ||
(declare-fun x_2 () Real) | ||
(declare-fun x_3 () Real) | ||
(declare-fun x_4 () Real) | ||
(declare-fun x_5 () Real) | ||
(declare-fun x_6 () Real) | ||
(declare-fun x_7 () Real) | ||
(declare-fun x_8 () Real) | ||
(declare-fun x_9 () Real) | ||
(declare-fun x_10 () Real) | ||
(declare-fun x_11 () Real) | ||
(declare-fun x_12 () Real) | ||
(declare-fun x_13 () Real) | ||
(declare-fun x_14 () Real) | ||
(declare-fun x_15 () Real) | ||
(declare-fun x_16 () Real) | ||
(declare-fun x_17 () Real) | ||
(declare-fun x_18 () Real) | ||
(assert (< (+ (* x_0 x_0) (+ (* x_1 x_1) (+ (* x_2 x_2) (+ (* x_3 x_3) (+ (* x_4 x_4) (+ (* x_5 x_5) (+ (* x_6 x_6) (+ (* x_7 x_7) (+ (* x_8 x_8) (+ (* x_9 x_9) (+ (* x_10 x_10) (+ (* x_11 x_11) (+ (* x_12 x_12) (+ (* x_13 x_13) (+ (* x_14 x_14) (+ (* x_15 x_15) (+ (* x_16 x_16) (+ (* x_17 x_17) (* x_18 x_18))))))))))))))))))) 1)) | ||
(assert (> (* x_0 (* x_1 (* x_2 (* x_3 (* x_4 (* x_5 (* x_6 (* x_7 (* x_8 (* x_9 (* x_10 (* x_11 (* x_12 (* x_13 (* x_14 (* x_15 (* x_16 (* x_17 x_18)))))))))))))))))) 1)) | ||
(check-sat) | ||
(exit) |
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unsat |