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Searched refs:t_MONOPOLY_POLYNOM (Results 1 – 6 of 6) sorted by relevance

/dports/math/symmetrica/symmetrica-e29c85915f368d6fb2f89d703b6695ff29ab9eae/src/
H A Dnu.c1314 t_MONOPOLY_POLYNOM(cc,c);
1315 t_MONOPOLY_POLYNOM(dd,d);
1961 t_MONOPOLY_POLYNOM(a,aa);
1962 t_MONOPOLY_POLYNOM(b,bb); ggt_field_polynom(aa,bb,c);
H A Dbruch.c2370 t_MONOPOLY_POLYNOM(S_M_IJ(ma0,i,j),tp);
2379 t_MONOPOLY_POLYNOM(tp1,ttp1);
2385 t_MONOPOLY_POLYNOM(tp2,ttp2);
H A Dsymmetrica.map2838 t_MONOPOLY_POLYNOM;
H A Dnb.c5203 INT t_MONOPOLY_POLYNOM(a,b) OP a,b; in t_MONOPOLY_POLYNOM() function
5209 CE2(a,b,t_MONOPOLY_POLYNOM);
H A Dpoly.c2991 erg += t_MONOPOLY_POLYNOM(a,a);
H A Ddef.h3541 extern INT t_MONOPOLY_POLYNOM();