Algebraic Normal Form to Conjunctive Normal Form Converter

VERSION
0.1 (alpha)

LICENSE
This program is free software; see LICENSE for more details.

FUNCTIONALITY
Converts a multivariate polynomial system over F_2 into a logical formula in
conjunctive normal form (CNF). 

FEATURES
* Different output formats: 
  - DIMACS
  - XOR-DIMACS (for cryptominisat), please see http://www.msoos.org/xor-clauses
* Variety of term substitution strategies, for more details please see: 
http://www.degruyter.com/view/j/gcc.2010.2.issue-2/gcc.2010.016/gcc.2010.016.xml
On request a copy of the above paper can be sent to the interested reader.

REQUIREMENTS
* Python 3

USAGE
./anf2cnf.py CNF [3-6] [SS,LPS,DPS,QPS] [SS,CPS] source target
./anf2cnf.py XOR [SS,LPS,DPS,QPS] [SS,CPS] source target

DATAFORMAT (INPUT)
The first line of the input file must contain the configuration of the
indeterminates used by the polynomial system. Multi-indices are supported.
Notation: 
* VAR1[(0|1)..N];VAR2[(0|1)..M,(0|1)..K]
* VAR1,VAR2 alphabetic characters (lower and upper case)
* N,M,K natural numbers 
So for example k[1..3];X[0..1,1..2];y[1..2,0..1] expands to the 12 indeterminates
k[1],k[2],k[3],X[0,1],X[0,1],X[0,2],X[1,1],X[1,2],y[1,0],y[1,1],y[2,0],y[2,1].

EXAMPLES
Coming soon.

CONTACT
For any questions you can contact Philipp Jovanovic via <p dot jo at gmx dot net>