/dports/math/pari/pari-2.13.3/src/basemath/ |
H A D | FpXQX_factor.c | 142 long i, vp = get_FpX_var(P), vu = get_FpX_var(U), r = get_FpX_degree(U); in FpX_intersect_ker() 536 long i, vp = get_FpX_var(P), vq = get_FpX_var(Q); in FpX_factorff_irred() 765 long v = get_FpX_var(T); in FpXQXQ_halfFrobenius() 1067 GEN f2 = ZXX_to_F2xX(x, get_FpX_var(T)); in FpXQX_quad_roots() 1491 long vT = get_FpX_var(T); in FpXQX_factor_squarefree() 2525 long vT = get_FpX_var(T); in FpXQX_ddf_raw() 2551 long vT = get_FpX_var(T); in FpXQX_degfact_raw() 2724 long vT = get_FpX_var(T); in FpXQX_nbfact_Frobenius() 2744 long vT = get_FpX_var(T); in FpXQX_nbfact() 2764 long vT = get_FpX_var(T); in FpXQX_factor_Berlekamp_i() [all …]
|
H A D | FpE.c | 1620 long v = get_FpX_var(T), d = get_FpX_degree(T); in random_FpXQE() 1681 long vT = get_FpX_var(T); in FpXQE_vert() 1683 return pol_1(get_FpX_var(T)); in FpXQE_vert() 1694 long vT = get_FpX_var(T); in FpXQE_Miller_line() 1724 return pol_1(get_FpX_var(T)); in FpXQE_tangent_update() 1814 g1 = pol_1(get_FpX_var(T)); in FpXQE_Miller() 1827 return pol_1(get_FpX_var(T)); in FpXQE_weilpairing() 1838 if (ell_is_inf(P) || ell_is_inf(Q)) return pol_1(get_FpX_var(T)); in FpXQE_tatepairing() 1851 if (absequaliu(p,3)) return pol_0(get_FpX_var(T)); in FpXQ_ellj()
|
H A D | FpXX.c | 31 long v = get_FpX_var(T); in to_FlxqX() 225 long dT = get_FpX_degree(T), vT = get_FpX_var(T); in random_FpXQX() 238 t[1] = evalvarn(get_FpX_var(T)); in Kronecker_to_FpXQX() 381 z = RgXY_swapspec(z+2,lx+ly+3,get_FpX_var(T),lgpol(z)); in FpXY_FpY_mulspec() 798 long vT = get_FpX_var(T); in FpXQX_resultant() 848 if (!signe(D)) return pol_0(get_FpX_var(T)); in FpXQX_disc() 1188 GEN Vl = ZXXV_to_FlxXV(V, pp, get_FpX_var(T)); in FpXQXV_prod() 1323 long v = get_FpX_var(T); in FpXYQQ_redswap() 1571 vT = get_FpX_var(T); in FpXQXQ_minpoly()
|
H A D | FpX.c | 1838 return pol_0(get_FpX_var(D->T)); in _FpXQ_zero() 1844 return pol_1(get_FpX_var(D->T)); in _FpXQ_one() 1949 return FpXQ_pow(pol_x(get_FpX_var(T)), p, T, p); in FpX_Frobenius() 2006 long v = get_FpX_var(T); in FpXQ_autpowers() 2282 z=random_FpX(get_FpX_degree(D->T),get_FpX_var(D->T),D->p); in _FpXQ_rand() 2507 vT = get_FpX_var(T); in FpXQ_minpoly() 2613 g[1] = evalsigne(1) | evalvarn(get_FpX_var(T)); in gener_FpXQ()
|
H A D | polarit3.c | 243 long ta, tx = typ(x), v = get_FpX_var(T); in Rg_to_FpXQ() 680 x = scalarpol_shallow(x, get_FpX_var(T)); in Fq_sqrt() 699 x = scalarpol(x, get_FpX_var(T)); /* left on stack */ in Fq_sqrtn() 891 long vT = evalvarn(get_FpX_var(T)); in FqV_to_FlxV() 900 long vT = evalvarn(get_FpX_var(T)); in FqC_to_FlxC()
|
H A D | Hensel.c | 651 long vT = get_FpX_var(T); in ZpXQ_log_to_ath() 1162 GEN bn = _shift(b, n, d->p, get_FpX_var(d->T)); in _can5_mul()
|
H A D | FlxqE.c | 916 Xm = FpXQ_powers(pol_xn(n,get_FpX_var(T2)),p-1,T2,q); in Flxq_ellcard_Kohel() 1054 Xm = FpXQ_powers(pol_xn(n,get_FpX_var(T2)),p-1,T2,q); in Flxq_ellcard_Harley()
|
H A D | FpX_factor.c | 769 n = get_FpX_degree(T); v = get_FpX_var(T); in FpX_ddf_degree() 809 n = get_FpX_degree(T); v = get_FpX_var(T); in FpX_ddf_Shoup()
|
H A D | ellsea.c | 633 long v = T ? get_FpXQX_var(h): get_FpX_var(h); in Fq_find_eigen_Frobenius() 1237 GEN mpolyp = ZXX_to_FlxX(mpoly,pp,get_FpX_var(T)); in Fq_study_eqn()
|
H A D | ZX.c | 1003 long v = get_FpX_var(T), d = 2*(get_FpX_degree(T)-1); in Z_mod2BIL_Fq()
|
/dports/math/pari/pari-2.13.3/src/headers/ |
H A D | pariinl.h | 1870 get_FpX_var(GEN T) { return typ(T)==t_VEC? varn(gel(T,2)): varn(T); } in get_FpX_var() function 2333 return typ(x)==t_INT ? scalarpol(x, get_FpX_var(T)): x; in Fq_to_FpXQ()
|
H A D | paridecl.h | 5869 INLINE long get_FpX_var(GEN T);
|
/dports/math/py-cypari2/cypari2-2.1.2/venv/lib/python3.7/site-packages/cypari2/ |
H A D | paridecl.pxd | 658 long get_FpX_var(GEN T) 4764 long get_FpX_var(GEN T)
|
/dports/math/py-cypari2/cypari2-2.1.2/cypari2/ |
H A D | paridecl.pxd | 792 long get_FpX_var(GEN T) 4924 long get_FpX_var(GEN T)
|
/dports/math/pari/pari-2.13.3/doc/ |
H A D | usersch5.tex | 5049 \fun{GEN}{get_FpX_var}{GEN eT} returns the variable number \kbd{varn}$(T)$.
|