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A minimalistic and high-performance SAT solver
Home Page: minisat.se
License: Other
This project forked from niklasso/minisat
A minimalistic and high-performance SAT solver
Home Page: minisat.se
License: Other
================================================================================ Quick Install - Decide where to install the files . The simplest approach is to use GNU standard locations and just set a "prefix" for the root install directory (reffered to as $PREFIX below). More control can be achieved by overriding other of the GNU standard install locations (includedir, bindir, etc). Configuring with just a prefix: > make config prefix=$PREFIX - Compiling and installing: > make install ================================================================================ Configuration - Multiple configuration steps can be joined into one call to "make config" by appending multiple variable assignments on the same line. - The configuration is stored in the file "config.mk". Look here if you want to know what the current configuration looks like. - To reset from defaults simply remove the "config.mk" file or call "make distclean". - Recompilation can be done without the configuration step. [ TODO: describe configartion possibilities for compile flags / modes ] ================================================================================ Building [ TODO: describe seperate build modes ] ================================================================================ Install [ TODO: ? ] ================================================================================ Directory Overview: minisat/mtl/ Mini Template Library minisat/utils/ Generic helper code (I/O, Parsing, CPU-time, etc) minisat/core/ A core version of the solver minisat/simp/ An extended solver with simplification capabilities doc/ Documentation README LICENSE ================================================================================ Examples: Run minisat with same heuristics as version 2.0: > minisat <cnf-file> -no-luby -rinc=1.5 -phase-saving=0 -rnd-freq=0.02
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