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Function MstdCC

Singular/walk.cc:933–943  ·  view source on GitHub ↗

* compute a Groebner basis of an ideal * *****************************************************/

Source from the content-addressed store, hash-verified

931 * compute a Groebner basis of an ideal *
932 *****************************************************/
933static ideal MstdCC(ideal G)
934{
935 BITSET save1,save2;
936 SI_SAVE_OPT(save1,save2);
937 si_opt_1|=(Sy_bit(OPT_REDTAIL)|Sy_bit(OPT_REDSB));
938 ideal G1 = kStd(G, NULL, testHomog, NULL);
939 SI_RESTORE_OPT(save1,save2);
940
941 idSkipZeroes(G1);
942 return G1;
943}
944
945/*****************************************************
946 * compute a Groebner basis of an homogeneous ideal *

Callers 15

LastGBFunction · 0.85
Rec_LastGBFunction · 0.85
MAltwalk2Function · 0.85
REC_GB_MwalkFunction · 0.85
MwalkAltFunction · 0.85
MwalkFunction · 0.85
MrwalkFunction · 0.85
MpwalkFunction · 0.85
MprwalkFunction · 0.85
rec_fractal_callFunction · 0.85
rec_r_fractal_callFunction · 0.85
MfwalkFunction · 0.85

Calls 2

kStdFunction · 0.85
idSkipZeroesFunction · 0.85

Tested by

no test coverage detected