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Searched refs:Fp_neg (Results 1 – 25 of 32) sorted by relevance

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/dports/math/pari/pari-2.13.3/src/functions/symbolic_operators/
H A Dneg13 (Fp):Fp Fp_neg($1, p)
/dports/math/pari/pari-2.13.3/src/basemath/
H A Dsubcyclo.c817 GEN f = sqrti(shifti(A,-1)), mf = Fp_neg(f,le), fi = Fp_mul(f,i,le); in factor_Aurifeuille_aux()
843 if (t == 1) B = Fp_neg(B, le); in factor_Aurifeuille_aux()
846 ma = Fp_neg(a, le); in factor_Aurifeuille_aux()
847 mb = Fp_neg(b, le); in factor_Aurifeuille_aux()
869 z = Fp_neg(z, le); in factor_Aurifeuille_aux()
H A DFpX.c151 gel(z,2) = Fp_neg(x,p); in Fp_neg_FpX()
215 for(i=2; i<lx; i++) gel(y,i) = Fp_neg(gel(x,i), p); in FpX_neg()
236 for ( ; i<ny; i++) gel(z,i) = Fp_neg(gel(y,i), p); in FpX_subspec()
264 for (i = 3; i < ly; i++) gel(z,i) = Fp_neg(gel(y,i), p); in Fp_FpX_sub()
1125 if (degpol(P) & 2) D = Fp_neg(D ,p); in FpX_disc()
1242 gel(x,1) = Fp_neg(u, p); lx = 2; in FpX_invBarrett_Newton()
1272 for (i = 0; i < lz; i++) gel(y,i) = Fp_neg(gel(z,i), p); in FpX_invBarrett_Newton()
1472 deg1pol(gen_1, Fp_neg(gel(xa,k), p), vs): in FpV_producttree()
1474 Fp_neg(Fp_add(gel(xa,k), gel(xa,k+1), p), p), in FpV_producttree()
1536 Fp_neg(Fp_add(Fp_mul(gel(xa,k), b, p ), in FpVV_polint_tree()
[all …]
H A Dqfsolve.c788 if (!signe(v2)) return mkcol2(Fp_neg(b,p), a); in qfsolvemodp()
796 N1 = Fp_neg(v2, p); in qfsolvemodp()
804 N2 = Fp_div(Fp_neg(v3,p), v1, p); in qfsolvemodp()
H A DFpE.c116 return mkvec3(icopy(gel(Q,1)), Fp_neg(gel(Q,2), p), icopy(gel(Q,3))); in FpJ_neg()
314 return mkvec2(gel(P,1), Fp_neg(gel(P,2), p)); in FpE_neg_i()
321 return mkvec2(gcopy(gel(P,1)), Fp_neg(gel(P,2), p)); in FpE_neg()
599 if (mpodd(m)) w = Fp_neg(w, p); in FpE_weilpairing()
1891 S = mkpoln(3, gen_1, Fp_neg(j_sum, p), j_prod); in FpXQ_elljissupersingular()
H A Dellpadic.c61 if (!equalii(modii(b1,pmod), bp)) b1 = Fp_neg(b1, q); in Qp_agm2_sequence()
184 a = Fp_neg(c6p, p); in doellQp_root()
H A Delltors.c255 r = deg1pol_shallow(gen_1, Fp_neg(r,p), varn(T)); in primedec_deg1()
H A DF2xqE.c740 s = Fp_neg(FpXQ_trace(s, T, pe), pe); in Z2XQ_invnorm()
H A DFpX_factor.c199 { return Fp_neg(Fp_add(gel(x,3), r, p), p); } in FpX_otherroot()
618 return gerepileuptoint(av, Fp_neg(gel(minfactor,2), p)); in FpX_oneroot_split()
H A Dbb_hnf.c141 mkcol2(gen_1,Fp_neg(x,(GEN)data)), in _Fp_extgcd()
H A Dchar.c897 if (i == 2 && e2 && signe(gel(x,1))) m = Fp_neg(m, q); in znconreyexp()
H A Dpolarit3.c572 return (typ(x)==t_POL)? FpX_neg(x,p): Fp_neg(x,p); in Fq_neg()
629 if (typ(x) == t_INT) return Fp_inv(Fp_neg(x,p),p); in Fq_neg_inv()
H A Dbase3.c2469 t = Fp_neg(e, gel(cyc,i)); in log_prk1()
2722 a = nfmulpowmodideal(nf, a, sprk_get_gnf(sprk), Fp_neg(E, o), prk); in log_prk()
H A DFpV.c1641 s = E[cj] < 0? Fp_divu(s, -E[cj], p): Fp_divu(Fp_neg(s,p), E[cj], p); in FpMs_structelim_back()
H A Darith1.c1151 return gerepilecopy(av, mkvec2(Np, mkvec(Fp_neg(B,Np)))); in Zn_quad_roots()
1181 mf = Fp_neg(f, q); in Zn_quad_roots()
1195 mf = Fp_neg(f, q); in Zn_quad_roots()
H A Dmodsym.c3440 GEN C = Fp_neg(c,q), v = cgetg(D+2,t_POL); in moments_act_i()
3958 d = s > 0? Dk: Fp_neg(Dk, pn); in mspadicmoments()
H A Dgen1.c1237 return add_intmod_same(z, a, Fp_neg(b,a), modsi(x, a)); in gsubsg()
H A Delliptic.c40 { return Fp_neg(Fp_mulu(c4, 27, p), p); } in c4_to_a4()
45 *a6 = Fp_neg(Fp_mulu(c6, 54, p), p); in c4c6_to_a4a6()
H A Dtrans1.c3151 gel(v, p - tp) = Fp_neg(t, pn); /* g^(m+a) = -g^a */ in teichmullerinit()
/dports/math/pari/pari-2.13.3/src/modules/
H A Dmpqs.c1035 if (i == 1) Q = Fp_neg(Q,N); /* special case -1 */ in mpqs_factorback()
H A Dgenus2red.c575 P = mkpoln(3, gen_1, Fp_neg(a,p), b, 0); /* X^2 - SX + P: roots j1,j2 */ in stable_reduction()
/dports/math/pari/pari-2.13.3/src/headers/
H A Dpariinl.h1682 Fp_neg(GEN b, GEN m) in Fp_neg() function
1804 if (signe(b) < 0) a = Fp_neg(a, m); in Fp_div()
/dports/math/pari/pari-2.13.3/
H A DCHANGES-2.41247 22- library function Fp_neg, Fp_add, Fp_sub
/dports/math/gp2c/gp2c-0.0.12/desc/
H A Dfunc29.dsc133 Fp_neg(${1 code}, p)
H A Dfunc211.dsc133 Fp_neg(${1 code}, p)

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