SAT 2011 Competition: main competition (phase 2): solvers results per benchmarks

Result page for benchmark

Jump to solvers results

General information on the benchmark

Bench CategoryRANDOM (random instances)
Best result obtained on this benchmarkUNSAT
Best CPU time to get the best result obtained on this benchmark34.1038
(Un)Satisfiability was proved
Number of variables50
Number of clauses4450
Sum of the clauses size31150
Maximum clause length7
Minimum clause length7
Number of clauses of size 10
Number of clauses of size 20
Number of clauses of size 30
Number of clauses of size 40
Number of clauses of size 50
Number of clauses of size over 54450

Results of the different solvers on this benchmark

Solver NameTraceIDAnswerCPU timeWall clock time
SAT09 reference solver: march_hi hi (complete)3211597UNSAT 34.1038 34.1042
march_rw 2011-03-02 (complete)3420796UNSAT 34.3538 34.3525
MPhaseSAT_M 2011-02-16 (complete)3222188UNSAT 158.288 158.286
Satisfiability Solver Selector 2011-03-18 (complete)3222186UNSAT 201.03 201.179
borg-sat 11.03.02-random [DEPRECATED] (complete)3322270UNSAT 260.125 37.9994
ppfolio par (complete)3222189UNSAT 275.332 34.449
SAT09 reference solver: SATzilla2009_R 2009-03-22 (complete)3211598UNSAT 305.287 305.282
borg-sat 11.03.02-par-random (fixed) (complete)3385783UNSAT 377.352 70.3304
borg-sat 11.03.02-seq-random (fixed) (complete)3386983UNSAT 628.062 625.961
ppfolio seq (complete)3222190UNSAT 1109.01 1108.97
SAT09 reference solver: gnovelty+2 2009-03-22 (incomplete)3211596? (TO) 5000.01 4999.91
SAT09 reference solver: TNM 2009-03-22 (incomplete)3211599? (TO) 5000.02 4999.91
adaptg2wsat2011 2011-03-02 (incomplete)3446460? (TO) 5000.03 4999.92
sattime2011 2011-03-02 (incomplete)3427076? (TO) 5000.04 4999.91
sparrow2011 sparrow2011_ubcsat1.2_2011-03-02 (incomplete)3222187? (TO) 5000.06 4999.91
EagleUP 1.565.350 (incomplete)3222191? (TO) 5000.09 4999.91
csls pnorm-8cores (incomplete)3418201? (TO) 40000.4 5008.72

Additionnal information

This section presents information obtained from the best job displayed in the list (i.e. solvers whose names are not hidden).

Solution found: