/dports/math/pari/pari-2.13.3/src/basemath/ |
H A D | buch3.c | 589 if (lg(Ux) == 1) return ZM_ZC_mul(Uy,y); in ZM2_ZC2_mul() 590 if (lg(Uy) == 1) return ZM_ZC_mul(Ux,x); in ZM2_ZC2_mul() 591 return ZC_add(ZM_ZC_mul(Ux,x), ZM_ZC_mul(Uy,y)); in ZM2_ZC2_mul() 634 E = ZM_ZC_mul(bnr_get_Ui(bnr), E); in bnrisprincipalmod() 641 GEN y = ZM_ZC_mul(u2, ideallog(nf, alpha, bid)); in bnrisprincipalmod() 1405 c = ZC_add(c, ZM_ZC_mul(U2, ideallogmod(nf, z, bid2, e2))); in bnrsurjection() 1468 B = vecmodii(ZM_ZC_mul(M, B), C); in bnrmap() 1532 { return (lg(Ubid)==1)? zerocol(lg(cyc)-1): vecmodii(ZM_ZC_mul(Ubid,z), cyc); } in ideallog_to_bnr_i()
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H A D | nffactor.c | 488 u = ZM_ZC_mul(L->iprk,elt); in nf_bestlift() 497 u = ZC_sub(elt, ZM_ZC_mul(L->prk, u)); in nf_bestlift() 1261 y = ZM_ZC_mul(proj, x); in nf_to_Zq() 1422 GEN v, T2 = ZM_ZC_mul(Tra, gel(M_L,i)); in get_V() 1424 v = gdivround(ZM_ZC_mul(PRKinv, T2), pk); /* small */ in get_V() 1426 T2 = ZC_sub(T2, ZM_ZC_mul(PRK, v)); in get_V()
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H A D | base5.c | 376 x = ZM_ZC_mul(gel(proj,1), x); in rnfeltup0() 416 y = ZM_ZC_mul(iM, vecpermute(x, perm)); in eltdown() 417 z = ZM_ZC_mul(M,y); in eltdown() 729 if (typ(gel(x2,2)) == t_COL) gel(x2,2) = ZM_ZC_mul(gel(proj,1),gel(x2,2)); in rnfidealup0() 998 m = ZM_ZC_mul(x, m); in findmin()
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H A D | base1.c | 530 res = ZC_Z_add(ZM_ZC_mul(m, res), gel(pol,i)); in QX_table_nfpoleval() 602 GEN p = pr_get_p(pr), u = FpC_red(ZM_ZC_mul(M, pr_get_gen(pr)), p); in pr_galoismatrixapply() 767 for (k = 3; k <= n; k++) gel(M,k) = ZM_ZC_mul(m, gel(M,k-1)); in nfgaloismatrix() 2681 for (j = 1; j <= rkM; j++) gel(M2,k++) = ZM_ZC_mul(Mx, gel(S,j)); in chk_gen_init() 2792 if (u) a = RgV_RgC_mul(S.basis, ZM_ZC_mul(u, a)); in polredabs0() 2861 if (u) t = RgV_RgC_mul(S.basis, ZM_ZC_mul(u,t)); in rnfpolred_i()
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H A D | bnfunits.c | 299 v = ZM_ZC_mul(A, w); in make_unit()
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H A D | buch2.c | 230 GEN img = ZM_ZC_mul(aut, pr_get_gen(gel(F->LP, j))); in FB_aut_perm() 1803 GEN v = ZC_sub(ZM_ZC_mul(M1,Q), ZM_ZC_mul(M2,A)); in isprincipalall() 1804 z = add(z, ZM_ZC_mul(C1, v)); in isprincipalall() 1809 if (lg(U) != 1) z = ZC_sub(z, ZM_ZC_mul(U, RgM_Babai(U,z))); in isprincipalall() 2199 u = ZM_ZC_mul(gel(auts, rel->relaut), gel(vA, ind - rel->relorig)); in set_rel_alpha() 2712 GEN g = ZM_ZC_mul(gel(auts,i), gen); in pr_orbit_fill() 3523 for (i = 2; i < n2; i++) gel(powz,i) = ZM_ZC_mul(mz, gel(powz,i-1)); in nfcyclotomicunits()
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H A D | base3.c | 395 c = ZM_ZC_mul(x,c); in zkC_multable_mul() 1680 if (lg(F) != 1) t = ZM_ZC_mul(F, t); in nfsetsigns() 2358 return tx == t_INT? ZC_Z_mul(y,x): ZM_ZC_mul(x,y); in zkmul() 2425 e = ZM_ZC_mul(U, t); in apply_U() 2731 y = ZC_lincomb(gen_1, e, ZM_ZC_mul(U2,y), U1); in log_prk() 2875 GEN u = ZM_ZC_mul(gel(U,i), gel(y,i)); in ZMV_ZCV_mul() 2896 y = ZM_ZC_mul(U2, log_prk1(nf, a, lg(U2)-1, L2, sprk_get_prk(sprk))); in sprk_log_prk1_2()
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H A D | bnflog.c | 419 b = vecmodii(ZM_ZC_mul(Uell, ZC_neg(b)), ordS); in bnflog_i()
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H A D | char.c | 799 return gerepileupto(av, vecmodii(ZM_ZC_mul(Ui,x), cycg)); in znconreylog() 848 return gerepileupto(av, ZM_ZC_mul(U, y)); in Zideallog()
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H A D | base4.c | 1079 c = ZM_ZC_mul(c, vecslice(U, nz*N + 1, (nz+1)*N)); in idealaddmultoone() 1105 for (i=1; i<=N; i++) gel(m,i) = ZM_ZC_mul(alpha,gel(x,i)); in idealHNF_mul_two() 1606 for (i = 1; i < e; i++) b = ZM_ZC_mul(B, b); in p_makecoprime() 1790 z = shallowconcat(ZM_Z_mul(x,p), ZM_ZC_mul(x,pi)); in idealmul_aux()
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H A D | Qfb.c | 1355 a = ZM_ZC_mul(N, a); in qfisolvep() 1362 a = ZM_ZC_mul(N, mkvec2(x,y)); in qfisolvep()
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H A D | ZV.c | 534 GEN z = ZM_ZC_mul(nx, ny); in QM_QC_mul() 675 ZM_ZC_mul(GEN x, GEN y) in ZM_ZC_mul() function
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H A D | RgV.c | 543 case t_INT: return ZM_ZC_mul(x,y); in RgM_RgC_mul_fast()
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H A D | qfsolve.c | 257 case t_COL: return ZM_ZC_mul(S,R); in qflllgram_indef()
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H A D | aprcl.c | 251 w = centermod_i( ZM_ZC_mul(cache_matinv(C), w), R->N, R->N2); in _powpolmodsimple()
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H A D | bb_hnf.c | 1191 Y = ZM_ZC_mul(u2,Y); in gaussmoduloall()
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H A D | ellanal.c | 845 V0 = ZM_ZC_mul(U, mkcol2(x0, utoipos(y))); in best_point()
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H A D | modsym.c | 788 return RgC_Rg_div(ZM_ZC_mul(iM, vecpermute(T,perm)), ciM); in Qevproj_down() 1854 C2 = ZM_ZC_mul(U, mkcol2(gel(P,i), gel(Q,i))); in M2_log() 4367 gel(V,j) = mkmat2(u, ZM_ZC_mul(g,gel(Mnext,2))); in path_vec_mul()
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H A D | base2.c | 1959 u = centermod(ZM_ZC_mul(P, u), p); in uniformizer() 1972 x = centermod(ZC_add(u, ZM_ZC_mul(Mv, gel(P,i))), p); in uniformizer()
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H A D | hnf_snf.c | 916 A = FpC_red(ZM_ZC_mul(A,gel(U,1)), b); in hnfmerge_get_1()
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/dports/math/pari/pari-2.13.3/src/headers/ |
H A D | pariinl.h | 2999 return ZM_ZC_mul(I, gel(u,1)); in idealpseudomin() 3006 GEN m = ZM_ZC_mul(I, gel(u,1)); in idealpseudomin_nonscalar() 3007 if (ZV_isscalar(m) && lg(u) > 2) m = ZM_ZC_mul(I, gel(u,2)); in idealpseudomin_nonscalar()
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/dports/math/pari/pari-2.13.3/src/modules/ |
H A D | stark.c | 312 e = ZM_ZC_mul(gel(qH,3), isprincipalray(bnrH, pr)); in IsGoodSubgroup() 2911 for (i=2; i <= n; i++) gel(u,i) = ZM_ZC_mul(T, gel(u,i-1)); in getallrootsof1()
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H A D | algebras.c | 891 GEN x = randcol(nz,B), zx = ZM_ZC_mul(Z,x); in alg_decompose() 3151 Rglob = ZM_ZC_mul(U,Rglob); in get_phi0() 5107 res = ZM_ZC_mul(alglat_get_primbasis(lat),c); in alglatelement()
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/dports/math/pari/pari-2.13.3/ |
H A D | CHANGES-2.4 | 733 ZM_max_lg, ZM_sub, ZM_ZC_mul, ZXV_Z_mul, ZM_Z_mul, ZV_Z_mul, ZV_isscalar,
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/dports/math/pari/pari-2.13.3/doc/ |
H A D | usersch6.tex | 2268 sx = ZM_ZC_mul(M, x); /* or RgM_RgC_mul(M, x) if x is not integral */
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