/dports/math/pari/pari-2.13.3/src/kernel/none/ |
H A D | halfgcd.c | 30 retmkmat2(mkcol2(addii(T1,T2), addii(M2,M4)), in ZM_mul2() 37 retmkmat2(mkcol2(gen_1,gen_0), in matid2()
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/dports/math/pari/pari-2.13.3/src/basemath/ |
H A D | FpXQX_factor.c | 1934 case -1: retmkmat2(mkcol(f), mkvecsmall(1)); in F2xqX_factor_Cantor() 1936 case 1: retmkmat2(mkcol(f), mkvecsmall(1)); in F2xqX_factor_Cantor() 1963 case -1: retmkmat2(mkcolcopy(f), mkvecsmall(1)); in FlxqX_Berlekamp_i() 1997 case -1: retmkmat2(mkcolcopy(f), mkvecsmall(1)); in FpXQX_Berlekamp_i() 2313 case -1: retmkmat2(mkcol(f), mkvecsmall(1)); in FlxqX_factor_Cantor() 2315 case 1: retmkmat2(mkcol(f), mkvecsmall(1)); in FlxqX_factor_Cantor() 2694 case -1: retmkmat2(mkcol(f), mkvecsmall(1)); in FpXQX_factor_Cantor() 2696 case 1: retmkmat2(mkcol(f), mkvecsmall(1)); in FpXQX_factor_Cantor()
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H A D | ifactor1.c | 3733 if (!s) retmkmat2(mkcol(gen_0), mkcol(gen_1)); in ifactor() 3770 retmkmat2(mkcol(gen_0), mkcol(gen_1)); in absZ_factor_limit_strict() 3780 if (!signe(n)) retmkmat2(mkcol(gen_0), mkcol(gen_1)); in absZ_factor_limit() 3790 if (!signe(n)) retmkmat2(mkcol(gen_0), mkcol(gen_1)); in absZ_factor() 3802 if (!s) retmkmat2(mkcol(gen_0), mkcol(gen_1)); in Z_factor_until()
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H A D | base4.c | 749 retmkmat2(mkcolcopy(x), mkcol(gen_1)); in idealfactor_limit() 1166 to_famat(GEN x, GEN y) { retmkmat2(mkcolcopy(x), mkcolcopy(y)); } in to_famat() 1276 retmkmat2(gcopy(gel(f,1)), ZC_neg(gel(f,2))); in famat_inv() 1283 retmkmat2(gcopy(gel(f,1)), ZC_Z_mul(gel(f,2),n)); in famat_pow()
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H A D | FpXX.c | 575 retmkmat2(mkcol2(FpXX_add(T1,T2, p), FpXX_add(M2,M4, p)), in FpXQXM_mul2() 593 retmkmat2(mkcol2(pol_1(v),pol_0(v)), in matid2_FpXQXM() 643 retmkmat2(mkcol2(pol_0(v),pol_1(v)), in FpXQX_halfgcd()
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H A D | FlxX.c | 1127 retmkmat2(mkcol2(FlxX_add(T1,T2, p), FlxX_add(M2,M4, p)), in FlxqXM_mul2() 1146 retmkmat2(mkcol2(pol1_FlxX(v, sv),pol_0(v)), in matid2_FlxXM() 1187 retmkmat2(mkcol2(pol_0(v),pol1_FlxX(v,vT)), in FlxqX_halfgcd()
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H A D | FpX.c | 624 retmkmat2(mkcol2(FpX_add(T1,T2, p), FpX_add(M2,M4, p)), in FpXM_mul2() 643 retmkmat2(mkcol2(pol_1(v),pol_0(v)), in matid2_FpXM() 693 retmkmat2(mkcol2(pol_0(v),pol_1(v)), in FpX_halfgcd()
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H A D | F2x.c | 2565 retmkmat2(mkcol2(F2xX_add(T1,T2), F2xX_add(M2,M4)), in F2xqXM_mul2() 2584 retmkmat2(mkcol2(pol1_F2xX(v, sv),pol_0(v)), in matid2_F2xXM() 2624 retmkmat2(mkcol2(pol_0(v),pol1_F2xX(v,vT)), in F2xqX_halfgcd()
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H A D | FpX_factor.c | 1214 prime_fact(GEN x) { retmkmat2(mkcolcopy(x), mkcol(gen_1)); } in prime_fact() 1216 trivial_fact(void) { retmkmat2(cgetg(1,t_COL), cgetg(1,t_COL)); } in trivial_fact()
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H A D | base1.c | 633 case 3: retmkmat2(vecgaloisapply(nf,aut,gel(x,1)), ZC_copy(gel(x,2))); in elt_galoisapply() 646 case 3: retmkmat2(vecgaloismatrixapply(nf,M,gel(x,1)), ZC_copy(gel(x,2))); in elt_galoismatrixapply()
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H A D | Flx.c | 1881 retmkmat2(mkcol2(Flx_add(T1,T2, p), Flx_add(M2,M4, p)), in FlxM_mul2() 1942 retmkmat2(mkcol2(pol0_Flx(v),pol1_Flx(v)), in Flx_halfgcd()
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H A D | alglin1.c | 3032 retmkmat2(mkcol2(icopy(d), negi(c)), mkcol2(negi(b), icopy(a))); in ZM_inv2() 3034 retmkmat2(mkcol2(negi(d), icopy(c)), mkcol2(icopy(b), negi(a))); in ZM_inv2()
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H A D | base2.c | 651 set_avma(av); retmkmat2(mkcols(f), mkcols(e)); in ZpX_primedec()
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H A D | modsym.c | 246 retmkmat2(mkcol2s(A[1],A[2]), mkcol2s(B[1],B[2])); in mat2_to_ZM()
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H A D | arith1.c | 5404 retmkmat2(mkcol2(addii(a,b), addii(e,f)), mkcol2(addii(c,d), addii(g,h))); in ZM_mul2()
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/dports/math/pari/pari-2.13.3/src/headers/ |
H A D | pariinl.h | 143 #define retmkmat2(x,y)\ macro 292 mkmat2(GEN x, GEN y) { retmkmat2(x,y); } in mkmat2() 310 mkmat22s(long a, long b, long c, long d) {retmkmat2(mkcol2s(a,c),mkcol2s(b,d));} in mkmat22s() 312 mkmat22(GEN a, GEN b, GEN c, GEN d) { retmkmat2(mkcol2(a,c),mkcol2(b,d)); } in mkmat22()
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/dports/math/pari/pari-2.13.3/ |
H A D | CHANGES-2.6 | 759 retmkmat, retmkmat2, retmkintmod, retmkpolmod 861 BA 111- PARI functions retmkmat2,retmkcol2,mkmat2,mkcol2,mkcols,mkcol2s et al.
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/dports/math/pari/pari-2.13.3/doc/ |
H A D | usersch5.tex | 11558 \fun{GEN}{retmkmat2}{GEN x, GEN y}
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