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Searched refs:gerepileupto (Results 1 – 25 of 177) sorted by relevance

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/dports/math/paritwine/paritwine-0.1/src/
H A Dmpc.c39 return gerepileupto (ltop, mpc_get_GEN (z)); \
53 return gerepileupto (ltop, mpc_get_GEN (z)); \
68 return gerepileupto (ltop, mpc_get_GEN (z)); \
82 return gerepileupto (ltop, mpfr_get_GEN (z)); \
95 return gerepileupto (ltop, mpc_get_GEN (z)); \
H A Dcmh.c70 return gerepileupto (av, res); in pari_cmh_I2I4I6I10()
109 return gerepileupto (av, res); in pari_cmh_4theta()
148 return gerepileupto (av, res); in pari_cmh_10theta2()
/dports/math/p5-Math-Pari/pari-2.3.5/src/basemath/
H A Dtrans2.c143 return gerepileupto(av, a); in gatan()
211 return gerepileupto(av, a); in gasin()
277 return gerepileupto(av, p1); in gacos()
567 return gerepileupto(av, a); in gash()
613 return gerepileupto(av, y); in gach()
691 return gerepileupto(av, a); in gath()
1111 y = gerepileupto(av2, y); in cxgamma()
1125 y = gerepileupto(av2, y); in cxgamma()
1311 return gerepileupto(ltop, p1); in gammap_Dwork()
1330 p2 = gerepileupto(ltop, p2); in gammap_Morita()
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H A DRgX.c49 gel(z,i) = gerepileupto(av,s); in RgM_zc_mul_i()
74 return gerepileupto(av, z); in RgV_zc_mul_i()
112 y = gerepileupto(av, y); in RgX_RgXQ_compo()
115 return gerepileupto(av, y); in RgX_RgXQ_compo()
352 return gerepileupto(av, z); in RgX_mulXn()
632 gel(z,i) = gerepileupto(av,p1); in sqrpol()
643 gel(z,i) = gerepileupto(av,p1); in sqrpol()
795 if (!pr) return gerepileupto(av,z-2); in RgX_divrem()
814 return gerepileupto(av,z-2); in RgX_divrem()
977 return gerepileupto(av, y); in RgXQ_u_pow()
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H A Dgen1.c33 z = gerepileupto((pari_sp)(z+3), gel(z,1));
132 return gerepileupto(av, addpp(z, y)); in addTp()
1001 return gerepileupto(av, z); in mul_rfrac_scal()
1050 return gerepileupto(av, z); in mul_rfrac()
1064 return gerepileupto(av, z); in div_rfrac_pol()
1123 return gerepileupto(av,z); in VC_mul()
1140 gel(z,i) = gerepileupto(av,t); in MC_mul()
1339 gel(z,i) = gerepileupto(av,p1); in gmul()
1735 z = gerepileupto(av, z); in gsqr()
1760 gel(z,i) = gerepileupto(av,p1); in gsqr()
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H A Dtrans3.c713 S = gerepileupto(av2, S); in incgam2()
778 return gerepileupto(av, z); in incgam0()
922 return gerepileupto(av,z); in gerfc()
1407 sim = gerepileupto(av2, sim); in czeta()
1649 return gerepileupto(av, cff);
1791 return gerepileupto(av, S); in zetap()
1869 return gerepileupto(av,s); in cxpolylog()
1978 return gerepileupto(av, y); in polylogd0()
2037 return gerepileupto(av, y); in polylogp()
2067 return gerepileupto(av, y); in gpolylog()
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H A Dtrans1.c610 return gerepileupto(av,y); in gpowgs()
618 return gerepileupto(av,y); in gpowgs()
654 return gerepileupto(av,y); in powgi()
1023 return gerepileupto(ltop,a); in padic_sqrtn_ram()
1071 x = gerepileupto(av, x); in padic_sqrtn()
1258 return gerepileupto(av,y); in mpexp_basecase()
1331 return gerepileupto(av, y); in exp_p()
1350 return gerepileupto(av, y); in cos_p()
1422 return gerepileupto(av, y); in serexp()
1824 return gerepileupto(av,y); in palog()
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H A Dsubcyclo.c186 return gerepileupto(ltop, znstar_generate(n,gen)); in znstar_reduce_modulus()
301 return gerepileupto(ltop, znstar_elts(n,G)); in znstar_hnf_elts()
362 return gerepileupto(ltop,borne); in subcyclo_complex_bound()
380 if ((k&0xff)==0) s=gerepileupto(av,s); in subcyclo_cyclic()
383 gel(V,i) = gerepileupto(av, s); in subcyclo_cyclic()
406 *s = gerepileupto(data->ltop, *s); in _subcyclo_orbits()
570 return gerepileupto(ltop,grp); in galoiscyclo()
741 return gerepileupto(ltop,gscycloconductor(T,n,flag)); in galoissubcyclo()
789 return gerepileupto(ltop,T); in subcyclo()
804 return gerepileupto(ltop, galoissubcyclo(Z, gel(L,1), 0, v)); in polsubcyclo()
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H A Dgen3.c1272 return gerepileupto(av,z); in gsubst()
1307 return gerepileupto(av,z); in gsubst()
1354 return gerepileupto(av, z); in gsubst()
1395 return gerepileupto(ltop,e); in gsubstvec()
3139 return gerepileupto(av,res); in qfeval0_i()
3156 return gerepileupto(av,res);
3176 return gerepileupto(av,res); in qfeval0()
3233 return gerepileupto(av,res); in qfbeval0_i()
3253 return gerepileupto(av,res);
3279 return gerepileupto(av,res); in qfbeval0()
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H A Dpolarit3.c406 return gerepileupto(av, U); in FpXQ_inv()
546 return gerepileupto(ltop,z); in FpX_FpXQ_compo()
605 return gerepileupto(av, p1); in FqX_eval()
623 return gerepileupto(av,p1); in FpX_chinese_coprime()
669 return gerepileupto(av, y); in FpXQ_pow()
783 return gerepileupto(ltop,z); in FpXQX_mul()
892 return gerepileupto(av, Q); in FpXQX_gcd()
957 return gerepileupto(av, y); in FpXYQQ_pow()
1583 A=gerepileupto(ltop,A); in intersect_ker()
1833 M = gerepileupto(av,M); in FpX_factorff_irred()
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/dports/math/pari/pari-2.13.3/src/basemath/
H A Dhyperell.c115 a = gerepileupto(av2, a); in ZpXXQ_invsqrt()
118 return gerepileupto(av, a); in ZpXXQ_invsqrt()
172 M = gerepileupto(av2, M); in ZpXXQ_frob()
176 return gerepileupto(av, M); in ZpXXQ_frob()
191 R = gerepileupto(av2, R); in ZpXXQ_frob()
198 return gerepileupto(av, R); in ZpXXQ_frob()
319 return gerepileupto(av, F); in ZlX_hyperellpadicfrobenius()
429 a = gerepileupto(av2, a); in ZpXQXXQ_invsqrt()
432 return gerepileupto(av, a); in ZpXQXXQ_invsqrt()
596 return gerepileupto(av, F); in ZlXQX_hyperellpadicfrobenius()
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H A Dalglin2.c72 return gerepileupto(av, y); in FpM_charpoly()
93 return gerepileupto(av, gel(y,lx)); in FpM_charpoly()
352 gel(T,2) = gerepileupto(av, gneg(t)); in caradj()
674 return gerepileupto(av, W); in matfrobenius()
796 if (P) return gerepileupto(av,P); in minpoly()
1231 s = gerepileupto(av, s); in gnorml2_i()
1234 return gerepileupto(av,s); in gnorml2_i()
1252 s = gerepileupto(av, s); in pnormlpvec()
1297 return gerepileupto(av, x); in gnormlp()
1327 return gerepileupto(av, s); in gnorml1()
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H A Dgen1.c26 z = gerepileupto((pari_sp)(z+3), gel(z,1));
30 z = gerepileupto((pari_sp)(z+3), gel(z,1));\
581 return gerepileupto(av, z); in conjvec()
600 return gerepileupto(av, z); in conjvec()
937 return gerepileupto(av, z); in add_rfrac()
1378 return gerepileupto(av, z); in mul_rfrac_scal()
1429 return gerepileupto(av, z); in mul_rfrac()
1523 a = gerepileupto(av, a); in sqr_polmod()
2117 gel(z,i) = gerepileupto(av,p1); in sqr_ser_part()
2404 a = gerepileupto(av, a); in div_polmod_same()
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H A Dtrans3.c172 s = gerepileupto(av, s); in _jbessel()
251 return gerepileupto(av,y); in jbesselintern()
501 s = gerepileupto(av, s); in _kbessel1()
2125 return gerepileupto(av, S); in zetap_i()
2615 return gerepileupto(av, y); in polylogD()
2662 return gerepileupto(av, y); in polylogP()
2904 t = gerepileupto(av2, t); in RgXn_eta()
3011 return gerepileupto(av, z); in eta()
3150 return gerepileupto(av, x); in trueeta()
3206 J = gerepileupto(av, J); in ser_j2()
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H A Dtrans2.c152 return gerepileupto(av, a); in gatan()
215 return gerepileupto(av, a); in gasin()
650 return gerepileupto(av, a); in gasinh()
712 return gerepileupto(av, y); in gacosh()
804 return gerepileupto(av, a); in gatanh()
961 S = gerepileupto(av, S); in lngamma_sum()
979 S = gerepileupto(av, S); in psi_sum()
1144 y = gerepileupto(av3, y); in cxgamma()
1364 return gerepileupto(ltop, p1); in Qp_gamma_Dwork()
1383 return gerepileupto(ltop, p2); in Qp_gamma_Morita()
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H A Dbern.c203 return gerepileupto(av, gsub(B, z)); in bernfrac_i()
251 return gerepileupto(av, bernpol_i(k, v)); in bernpol()
274 return gerepileupto(av, monomialcopy(T, 1, v < 0? 0: v)); in sumformal()
288 R = gerepileupto(av2, R); in sumformal()
291 return gerepileupto(av, R); in sumformal()
362 return gerepileupto(av, E); in eulerpol()
377 return gerepileupto(av, v); in eulervec()
H A Dgen3.c1265 return gerepileupto(av, z); in gsubstpol()
1715 return gerepileupto(av, e); in gsubstvec()
2079 return gerepileupto(av, y); in diffop()
2087 return gerepileupto(av, y); in diffop()
2311 return gerepileupto(av,y); in integ()
3633 return gerepileupto(av, d); in content0()
4234 return gerepileupto(av,z); in qfeval()
4243 return gerepileupto(av, A); in qfbeval()
4374 return gerepileupto(av,z); in hqfeval()
4453 return gerepileupto(av0,p1); in poleval()
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H A DRgX.c89 z = gerepileupto(av, z); in gen_bkeval_powers()
107 return gerepileupto(av, z); in gen_bkeval()
173 s = gerepileupto(av, s); in RgX_homogenous_evalpow()
176 s = gerepileupto(av, s); in RgX_homogenous_evalpow()
195 s = gerepileupto(av, s); in QXQX_homogenous_evalpow()
198 s = gerepileupto(av, s); in QXQX_homogenous_evalpow()
223 return gerepileupto(av, z); in RgX_digits()
913 return gerepileupto(av, z); in RgX_mulXn()
1376 return gerepileupto(av, h); in RgXn_mul2()
1531 return gerepileupto(av, h); in RgXn_sqr2()
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H A Dtrans1.c388 return gerepileupto(av, x); in trans_eval()
894 a = gerepileupto(av, a); in pow_polmod()
949 return gerepileupto(av,y); in gpowgs()
1330 return gerepileupto(av, v); in gsqrpowers()
1480 return gerepileupto(ltop, b); in Zn_sqrt()
1682 return gerepileupto(av,y); in Qp_log()
1722 return gerepileupto(ltop,a); in Qp_sqrtn_ram()
1778 x = gerepileupto(av, x); in Qp_sqrtn()
2138 y = gerepileupto(av, y); in gsqrtn()
2383 return gerepileupto(av, y); in Qp_exp_safe()
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H A DFpXX.c403 return gerepileupto(av, z); in FpXQX_mulspec()
421 return gerepileupto(av, z); in FpXQX_sqr()
467 return gerepileupto(av0,x); in FpXQX_divrem_basecase()
854 return gerepileupto(av, D); in FpXQX_disc()
1231 return gerepileupto(av, z); in FpXQX_digits()
1242 return gerepileupto(av, z); in FpXQXV_FpXQX_fromdigits()
1274 return gerepileupto(av, z); in FpXY_evaly()
1355 y = gerepileupto(av, y); in FpXYQQ_pow()
1396 return gerepileupto(av, U); in FpXQXQ_inv()
1760 return gerepileupto(av, z); in FpXQXn_mul()
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H A Dpolarit2.c956 gel(y,1) = gerepileupto(av,p2); in RgX_factor()
1283 return gerepileupto(av, H); in FqV_factorback()
1464 return gerepileupto(av, x); in cont_gcd_rfrac()
1859 return gerepileupto(av,y); in RgX_gcd_simple()
1948 return gerepileupto(av,c); in content()
2021 return gerepileupto(av, d); in Q_content_v()
3251 return gerepileupto(av,x); in polresultant0()
3317 return gerepileupto(av, ch); in RgXQ_charpoly()
3556 return gerepileupto(av,x); in RgX_gcd()
3662 return gerepileupto(av, D); in poldisc0()
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H A DRgV.c116 return gerepileupto(av,t); in RgMrow_ZC_mul_i()
148 return gerepileupto(av, z); in RgV_zc_mul_i()
177 z = gerepileupto(av, z); in RgV_dotsquare()
180 return gerepileupto(av,z); in RgV_dotsquare()
198 z = gerepileupto(av, z); in RgV_dotproduct_i()
201 return gerepileupto(av,z); in RgV_dotproduct_i()
254 gel(v, i) = gerepileupto(av, s); in RgM_sumcol()
502 return gerepileupto(av,t); in RgMrow_RgC_mul_i()
521 return gerepileupto(av, FpC_to_mod(r, p)); in RgM_RgC_mul_FpM()
531 return gerepileupto(av, FqC_to_mod(b, T, p)); in RgM_RgC_mul_FqM()
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/dports/math/p5-Math-Pari/pari-2.3.5/src/functions/gp2c_internal/
H A D_gerepileupto7 (pari_sp, vec):vec gerepileupto($1, $2)
8 (pari_sp, gen):gen gerepileupto($1, $2)
/dports/math/pari/pari-2.13.3/src/functions/gp2c_internal/
H A D_gerepileupto7 (pari_sp, vec):vec gerepileupto($1, $2)
8 (pari_sp, gen):gen gerepileupto($1, $2)
/dports/math/p5-Math-Pari/pari-2.3.5/src/language/
H A Dsumiter.c43 a = gerepileupto(av,a); in forpari()
85 a = gerepileupto(av,a); in forstep()
496 x = gerepileupto(av,x); in somme()
524 x = gerepileupto(av,x); in suminf()
577 x = gerepileupto(av,x); in produit()
603 x = gerepileupto(av,x); in prodinf()
626 x = gerepileupto(av,x); in prodinf1()
881 return gerepileupto(av, gdiv(s,d)); in sumalt()
951 x = gerepileupto(av2, x); in sumpos()
960 return gerepileupto(av, gdiv(s,d)); in sumpos()
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