If you would like additional instances for the benchmarks
below, drop me an email at faloul@aus.edu.
The collection of instances used in the paper: Solving
Difficult SAT Instances in the Presence of Symmetry, (DAC02), can be
downloaded here.
The collection includes instances from
· Unsatisfiable: (FPGA_SB_UNS.tar.gz)
·
Satisfiable: (FPGA_SB_SAT.tar.gz)
The following is a collection of conjunctive-normal-form (CNF) problems for SAT solvers based on FPGA switch-boxes. All problems are expressed in the DIMACS format. The variables and clauses have been randomly re-ordered.
References:
- FPGA_SB_SAT listed as Bart
on the SAT'02 website.
- FPGA_SB_UNS listed as Homer on the SAT'02 website.
· Array Multiplier: (difp_a.tar.gz)
· Wallace Tree Multiplier: (difp_w.tar.gz)
The following is a collection of conjunctive-normal-form (CNF) problems for SAT solvers. A multiplier circuit is generated that reads two n-bit prime numbers and generates a 2n-bit product number. Two types of multipliers are used: Array and Wallace Tree multipliers. All instances are satisfiable. All problems are expressed in the DIMACS format. The variables and clauses have been randomly re-ordered.
References:
To decompress and unpack:
% gunzip file.tar.gz
% tar -xvf file.tar
Related Links
1. Ke Xu's
Forced Satisfiable SAT Benchmarks
Contact: Fadi A. Aloul (faloul@aus.edu)
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