Difference between revisions of "ApCoCoA-1:SAT.ConvertToXOR"
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Andraschko (talk | contribs) m (added version info) |
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+ | {{Version|1|[[Package sat/SAT.ConvertToXOR]]}} | ||
<command> | <command> | ||
<title>SAT.ConvertToXOR</title> | <title>SAT.ConvertToXOR</title> | ||
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SPE:=[F1,F2,F3]; | SPE:=[F1,F2,F3]; | ||
SAT.ConvertToXOR(SPE,0,0); | SAT.ConvertToXOR(SPE,0,0); | ||
− | SAT.LaunchCryptoMiniSat( | + | SAT.LaunchCryptoMiniSat("sat_xor.cnf"); |
SAT.GetResult(); | SAT.GetResult(); | ||
--Result: [0,1,0] Test with: Eval(SPE,[0,1,0]); | --Result: [0,1,0] Test with: Eval(SPE,[0,1,0]); | ||
Line 38: | Line 39: | ||
SPE:=[F1,F2,F3]; | SPE:=[F1,F2,F3]; | ||
SAT.ConvertToXOR(SPE,0,0); | SAT.ConvertToXOR(SPE,0,0); | ||
− | SAT.LaunchCryptoMiniSat( | + | SAT.LaunchCryptoMiniSat("sat_xor.cnf"); |
SAT.GetResult(); | SAT.GetResult(); | ||
--Result: [0,0,1] Test with: Eval(SPE,[0,0,1]); | --Result: [0,0,1] Test with: Eval(SPE,[0,0,1]); | ||
Line 53: | Line 54: | ||
<key>sat.ConvertToXOR</key> | <key>sat.ConvertToXOR</key> | ||
<key>ConvertToXOR</key> | <key>ConvertToXOR</key> | ||
− | <wiki-category>Package_sat</wiki-category> | + | <wiki-category>ApCoCoA-1:Package_sat</wiki-category> |
</command> | </command> |
Latest revision as of 10:31, 2 November 2020
This article is about a function from ApCoCoA-1. If you are looking for the ApCoCoA-2 version of it, see Package sat/SAT.ConvertToXOR. |
SAT.ConvertToXOR
Converts a given quadratic (cubic) system of polynomial equations (SPE) over GF(2) to XOR-CNF. Writes the XOR-CNF to the file sat_xor.cnf.
Syntax
SAT.ConvertToXOR(SPE:LIST, QStrategy:INT, CStrategy:INT)
Description
Note: XOR-CNF files are only applicable with CryptoMiniSat!
This function starts an alternative conversion algorithm.
@param SPE: A List containing the polynomial equations of the system.
@param QStrategy: Strategy for quadratic substitution. 0 - Standard; 1 - Linear Partner; 2 - Adv. Lin. Partner;
@param CStrategy: Strategy for cubic substitution. 0 - Standard; 1 - Quadratic Partner;
Example
-- quadratic system: Use R::=ZZ/(2)[x[1..3]]; F1:= x[1]x[2] + x[1]x[3] + x[2]x[3] + x[3]; F2:= x[2] + 1; F3:= x[1]x[2] + x[3]; SPE:=[F1,F2,F3]; SAT.ConvertToXOR(SPE,0,0); SAT.LaunchCryptoMiniSat("sat_xor.cnf"); SAT.GetResult(); --Result: [0,1,0] Test with: Eval(SPE,[0,1,0]);
Example
-- cubic system: Use ZZ/(2)[x[1..3]]; F1:=x[1]x[2]x[3] + x[1]x[2] + x[2]x[3] + x[1] + x[3] +1; F2:=x[1]x[2]x[3] + x[1]x[2] + x[2]x[3] + x[1] + x[2]; F3:=x[1]x[2] + x[2]x[3] + x[2]; SPE:=[F1,F2,F3]; SAT.ConvertToXOR(SPE,0,0); SAT.LaunchCryptoMiniSat("sat_xor.cnf"); SAT.GetResult(); --Result: [0,0,1] Test with: Eval(SPE,[0,0,1]);