| /dports/math/pari/pari-2.13.3/src/basemath/ |
| H A D | ZG.c | 66 return mkmat2(gel(x,1), ZC_Z_mul(gel(x,2), c)); in ZG_Z_mul()
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| H A D | base4.c | 273 if (da) b = ZC_Z_mul(b, da); in hnf_QC_QC()
274 if (db) a = ZC_Z_mul(a, db); in hnf_QC_QC()
431 { t = ZC_Z_mul(pi0, u1); gel(t,1) = addii(gel(t,1), u0); } in mat_ideal_two_elt()
432 u = ZC_Z_mul(pi1, u0); gel(u,1) = addii(gel(u,1), u1); in mat_ideal_two_elt()
443 gel(y,2) = ZC_Z_mul(a, cx); in mat_ideal_two_elt()
1106 for (i=1; i<=N; i++) gel(m,i+N) = ZC_Z_mul(gel(x,i), a); in idealHNF_mul_two()
1283 retmkmat2(gcopy(gel(f,1)), ZC_Z_mul(gel(f,2),n)); in famat_pow()
1291 return mkmat2(gel(f,1), ZC_Z_mul(gel(f,2),n)); in famat_pow_shallow()
2867 t = Fp_inv(d2, fZ); if (!is_pm1(t)) L = ZC_Z_mul(L,t); in make_integral()
2947 t = ZC_Z_mul(t, v); in pr_uniformizer()
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| H A D | ZV.c | 574 gel(y,j) = equali1(c)? gel(m,j): ZC_Z_mul(gel(m,j), c); in ZM_mul_diag()
695 if (typ(z)==t_INT) return ZC_Z_mul(A,z); in ZC_Q_mul()
901 ZC_Z_mul(GEN x, GEN c) in ZC_Z_mul() function
998 su = signe(u); if (!su) return ZC_Z_mul(Y, v); in ZC_lincomb()
999 sv = signe(v); if (!sv) return ZC_Z_mul(X, u); in ZC_lincomb()
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| H A D | base3.c | 393 if (!isintzero(c)) c = ZC_Z_mul(gel(x,1), c); in zkC_multable_mul()
544 if (typ(x) == t_INT) return (typ(y) == t_COL)? ZC_Z_mul(y, x): mulii(x,y); in nfmuli()
545 if (typ(y) == t_INT) return ZC_Z_mul(x, y); in nfmuli()
1048 z = ZC_Z_mul(gel(A,1), gel(x,2)); in ZM_ZX_mul()
1050 if (signe(gel(x,i+1))) z = ZC_add(z, ZC_Z_mul(gel(A,i), gel(x,i+1))); in ZM_ZX_mul()
2356 return tx == t_INT? mulii(x,y): ZC_Z_mul(gel(x,1),y); in zkmul()
2358 return tx == t_INT? ZC_Z_mul(y,x): ZM_ZC_mul(x,y); in zkmul()
2420 e = ZC_Z_mul(gel(U,1), subiu(a, 1)); in apply_U()
2717 if (signe(remii(mod,p))) return vecmodii(ZC_Z_mul(U1,e), cyc); in log_prk()
2729 y = ZC_Z_mul(y, Fp_inv(N, q)); in log_prk()
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| H A D | qfsolve.c | 483 for (j = dimKer2+1; j <= dimKer; j++) gel(K2,j) = ZC_Z_mul(gel(K2,j),p); in qfminimize()
528 for(j=1; j<n; j++) gel(Ker,j) = ZC_Z_mul(gel(Ker,j), p); in qfminimize()
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| H A D | bnflog.c | 416 a = vecmodii(ZC_Z_mul(bi,d), Kcyc); in bnflog_i()
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| H A D | buch4.c | 390 if (da) a = ZC_Z_mul(a, da); in den_remove()
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| H A D | kummer.c | 56 b = typ(b) == t_INT? mulii(b,d): ZC_Z_mul(b, d); in reduce_mod_Qell()
686 t = (typ(t) == t_INT)? ct: ZC_Z_mul(t, ct); in kervirtualunit()
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| H A D | nffactor.c | 493 u = ZC_Z_mul(gel(L->iprk,1), elt); in nf_bestlift()
708 if (!isint1(lS)) binlS = ZC_Z_mul(bin,lS); in nf_Mignotte_bound()
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| H A D | base5.c | 418 if (!isint1(diM)) z = ZC_Z_mul(z,diM); in eltdown()
1785 if (dD) c = ZC_Z_mul(c, dD); in nfcleanmod()
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| H A D | QX_factor.c | 113 binlS = is_pm1(lS)? bin: ZC_Z_mul(bin, lS); in Mignotte_bound()
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| H A D | FpV.c | 1539 xb = ZC_add(xb, ZC_Z_mul(xi, pi)); in gen_ZpM_Dixon_Wiedemann()
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| H A D | base2.c | 426 for ( ; j<=n; j++) gel(M,j) = ZC_Z_mul(gel(a,j), db); in nfmaxord()
427 for ( ; j<=2*n-k; j++) gel(M,j) = ZC_Z_mul(gel(b,j+k-n), da); in nfmaxord()
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| H A D | modsym.c | 2748 GEN a = ZC_Z_mul(P_ij, d_st); in get_phi_ij()
2749 GEN b = ZC_Z_mul(P_st, negi(d_ij)); in get_phi_ij()
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| H A D | base1.c | 761 t = ZC_Z_add(ZC_Z_mul(s, gel(t,2)), gel(t,1)); in nfgaloismatrix()
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| H A D | ellsea.c | 1499 a2 = mulii(q,v); A2X = ZC_Z_mul(x, a2); in multiple_crt()
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| H A D | hnf_snf.c | 909 if (signe(u) && !equali1(u)) gel(U,1) = ZC_Z_mul(gel(U,1), u); in hnfmerge_get_1()
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| /dports/math/pari/pari-2.13.3/src/modules/ |
| H A D | stark.c | 613 vt = ZC_Z_mul(vt, ilambda); in ArtinNumber()
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| /dports/math/py-cypari2/cypari2-2.1.2/venv/lib/python3.7/site-packages/cypari2/ |
| H A D | paridecl.pxd | 1096 GEN ZC_Z_mul(GEN X, GEN c)
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| /dports/math/py-cypari2/cypari2-2.1.2/cypari2/ |
| H A D | paridecl.pxd | 1234 GEN ZC_Z_mul(GEN X, GEN c)
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| /dports/math/pari/pari-2.13.3/src/headers/ |
| H A D | paridecl.h | 1316 GEN ZC_Z_mul(GEN X, GEN c);
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| /dports/math/pari/pari-2.13.3/doc/ |
| H A D | usersch5.tex | 8488 \fun{GEN}{ZC_Z_mul}{GEN x, GEN y} multiplies the \kbd{ZC} or \kbd{ZV}~\kbd{x}
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