| /dports/math/pari/pari-2.13.3/src/basemath/ |
| H A D | ZG.c | 55 return mkmat2(gel(x,1),ZC_neg(gel(x,2))); in ZG_neg()
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| H A D | ZV.c | 904 if (is_pm1(c)) return (signe(c) > 0)? ZC_copy(x): ZC_neg(x); in ZC_Z_mul()
913 if (c ==-1) return ZC_neg(x); in ZC_z_mul()
1091 ZC_neg(GEN x) in ZC_neg() function
1105 { pari_APPLY_same(ZC_neg(gel(x,i))) } in ZM_neg()
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| H A D | bnfunits.c | 192 GEN b = famatV_factorback(cycgen, ZC_neg(gel(U2,i))); in bnfsunit_i()
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| H A D | qfsolve.c | 619 if (signe(gel(M,1)) < 0) M = ZC_neg(M); in qfbsqrt()
770 gel(H,n) = ZC_neg(gel(H,1)); gel(H,1) = s; in qftriv()
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| H A D | modsym.c | 1855 if (!odd(i)) C1 = ZC_neg(C1); in M2_log()
3270 return ZV_equal(gel(sx,1), sign > 0? gel(x,1): ZC_neg(gel(x,1))); in msfromell_check()
3272 return ZV_equal(gel(sx,1),gel(x,1)) && ZV_equal(gel(sx,2),ZC_neg(gel(x,2))); in msfromell_check()
4351 ZM2_rev(GEN T) { return mkmat2(gel(T,2), ZC_neg(gel(T,1))); } in ZM2_rev()
4366 if (!ZV_equal(gel(M,2), gel(Mnext,1))) u = ZC_neg(u); in path_vec_mul()
4394 if (ZM_det2_sign(u,v) < 0) v = ZC_neg(v); in fill1()
4407 if (ZM_det2_sign(u,v) < 0) v = mC = ZC_neg(C); in fill2()
4410 if (ZM_det2_sign(u,v) < 0) u = mC? mC: ZC_neg(C); in fill2()
5245 if (!odd(j)) { v1 = ZC_neg(v1); z = gneg(z); } in evalmanin()
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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 | buch4.c | 438 if (odd(va) && odd(vb)) t = ZC_neg(t); in nfhilbertp()
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| H A D | arith2.c | 34 gel(b,2) = ZC_neg(gel(b,2)); in boundfact()
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| H A D | buch2.c | 1134 if (ptU) gel(U,j) = ZC_neg(gel(U,j)); in getfu()
1817 GEN y = isprincipalfact(bnf, x, gen, ZC_neg(R), flag); in isprincipalall()
3519 if ((n & 3) == 2) { n = n >> 1; z = ZC_neg(z); } /* ensure n != 2 (mod 4) */ in nfcyclotomicunits()
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| H A D | base4.c | 1269 return mkmat2(gel(f,1), ZC_neg(gel(f,2))); in famat_inv_shallow()
1276 retmkmat2(gcopy(gel(f,1)), ZC_neg(gel(f,2))); in famat_inv()
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| H A D | bibli1.c | 1057 return (j < l && signe(gel(V,j)) < 0)? ZC_neg(V): V; in ZC_canon()
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| H A D | polarit2.c | 885 b = Z_factor_limit(gel(x,2), lim); gel(b,2) = ZC_neg(gel(b,2)); in Q_factor_limit()
895 b = Z_factor(gel(x,2)); gel(b,2) = ZC_neg(gel(b,2)); in Q_factor()
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| H A D | base1.c | 2763 gel(a,i) = ZC_neg(gel(a,i)); in polredabs_i()
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| H A D | hnf_snf.c | 1337 if (signe(diag) < 0) { gel(x,i) = ZC_neg(gel(x,i)); diag = gcoeff(x,i,i); } in ZM_hnfmodall_i()
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| H A D | buch3.c | 627 E = ZC_neg(ex); in bnrisprincipalmod()
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| H A D | base3.c | 2489 gel(h,ih) = ZC_neg(log_prk1(nf, a, nh, L2, prk)); in principal_units_relations()
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| H A D | base2.c | 2438 gel(ffproj,i) = ZC_neg(gel(prh,i)); in modprinit()
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| H A D | mftrace.c | 11791 { return mkmat2(gel(g,2), ZC_neg(gel(g,1))); } in ZM_mulS()
12232 if (!odd(j)) gel(M,1) = ZC_neg(gel(M,1)); in mfsymboleval()
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| H A D | elliptic.c | 3621 return gshift(ZC_neg(b), -1); in approx_mod2()
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| /dports/math/pari/pari-2.13.3/src/modules/ |
| H A D | stark.c | 1701 ray2 = ZC_neg(ray1); in computean()
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| /dports/math/py-cypari2/cypari2-2.1.2/venv/lib/python3.7/site-packages/cypari2/ |
| H A D | paridecl.pxd | 1104 GEN ZC_neg(GEN M)
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| /dports/math/py-cypari2/cypari2-2.1.2/cypari2/ |
| H A D | paridecl.pxd | 1242 GEN ZC_neg(GEN M)
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| /dports/math/pari/pari-2.13.3/src/headers/ |
| H A D | paridecl.h | 1327 GEN ZC_neg(GEN M);
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| /dports/math/pari/pari-2.13.3/doc/ |
| H A D | usersch5.tex | 8476 \fun{GEN}{ZC_neg}{GEN x} returns $-\kbd{x}$ as a \typ{COL}.
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