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Re: [Help-glpk] binary boolean
From: |
Andrew Makhorin |
Subject: |
Re: [Help-glpk] binary boolean |
Date: |
Sat, 05 May 2012 12:49:39 +0400 |
See also Tseitin's transformations:
http://en.wikipedia.org/wiki/Tseitin-Transformation
These transformations can be used to describe any Boolean function in a
more or less efficient way, in particular, to model any digital circuit
logic like adders, multipliers, dividers, etc.
The mip preprocessor implemented in glpk uses these transformations to
reduce the mip instance to the satisfiablity problem in order to find an
integer feasible solution with the Minisat solver (--minisat).
- [Help-glpk] binary boolean, Zvonko Bregar, 2012/05/03
- Re: [Help-glpk] binary boolean, Erwin Kalvelagen, 2012/05/03
- Re: [Help-glpk] binary boolean, Yaron Kretchmer, 2012/05/03
- Re: [Help-glpk] binary boolean, Andrew Makhorin, 2012/05/04
- Re: [Help-glpk] binary boolean, Yaron Kretchmer, 2012/05/04
- Re: [Help-glpk] binary boolean, Andrew Makhorin, 2012/05/05
- Re: [Help-glpk] binary boolean, Andrew Makhorin, 2012/05/05
- Re: [Help-glpk] binary boolean, Michael Hennebry, 2012/05/06
- Re: [Help-glpk] binary boolean,
Andrew Makhorin <=
- Re: [Help-glpk] binary boolean, Yaron Kretchmer, 2012/05/05
- Re: [Help-glpk] binary boolean, Michael Hennebry, 2012/05/04