| /dports/math/pari/pari-2.13.3/src/basemath/ |
| H A D | FpV.c | 490 x = ZM_to_Flm(x, pp); in FpM_mul()
491 y = ZM_to_Flm(y, pp); in FpM_mul()
779 z = Flm_to_ZM(Flm_powu(ZM_to_Flm(x, pp), n, pp)); in FpM_powu()
1073 ZM_to_Flm(GEN x, ulong p) in ZM_to_Flm() function
1078 { pari_APPLY_type(t_VEC,ZM_to_Flm(gel(x,i), m)) } in ZMV_to_FlmV()
1472 C = Flm_inv(ZM_to_Flm(a, p), p); in ZlM_gauss()
1477 xi = Flm_mul(C, ZM_to_Flm(b, p), p); in ZlM_gauss()
1488 xi = Flm_mul(C, ZM_to_Flm(b, p), p); in ZlM_gauss()
|
| H A D | alglin1.c | 1523 return (*pp==2)? ZM_to_F2m(a): ZM_to_Flm(a, *pp); in FpM_init()
1751 y = Flm_invimage_i(A, ZM_to_Flm(B, pp), pp); in FpM_invimage()
2794 C = Flm_inv(ZM_to_Flm(a, p), p); in ZlM_gauss_ratlift()
2875 C = Flm_inv_sp(ZM_to_Flm(a, p), NULL, p); in ZM_gauss()
2966 GEN Hp, a = ZM_to_Flm(A, p); in ZM_inv_slice()
3060 Mp = ZM_to_Flm(M,p); in ZM_inv_ratlift()
3293 GEN K = Flm_ker_sp(ZM_to_Flm(A, p), p, 2); in ZM_ker_slice()
3801 d = Flm_pivots(ZM_to_Flm(M0, p), p, &rp, 1); in ZM_pivots()
5400 GEN a = ZM_to_Flm(A, p); in ZM_det_slice()
5458 Dp = Flm_det_sp(ZM_to_Flm(M, p), p); in ZM_det()
[all …]
|
| H A D | alglin2.c | 71 y = Flx_to_ZX(Flm_charpoly_i(ZM_to_Flm(x,pp), pp)); in FpM_charpoly()
915 x = Flm_hess(ZM_to_Flm(x, pp), pp); in FpM_hess()
1010 GEN Hp, a = ZM_to_Flm(A, p); in QM_charpoly_ZX_slice()
|
| H A D | ZV.c | 413 GEN a = ZM_to_Flm(A, p); in ZM_mul_slice()
414 GEN b = ZM_to_Flm(B, p); in ZM_mul_slice()
|
| H A D | polmodular.c | 931 return ZM_to_Flm(f, p); in polmodular_db_getp()
2324 Phip = ZM_to_Flm(mp, p); in polmodular0_powerup_ZM()
|
| H A D | subfield.c | 1393 if (Flm_rank(ZM_to_Flm(VW,p),p) > lg(W)-1) return 0; in field_is_contained()
|
| H A D | FpXQX_factor.c | 299 GEN MAp = MA ? ZM_to_Flm(MA, pp): NULL; in FpX_ffintersect()
300 GEN MBp = MB ? ZM_to_Flm(MB, pp): NULL; in FpX_ffintersect()
|
| H A D | modsym.c | 3211 GEN B, Ml = ZM_to_Flm(M, l); in msfromell_ker()
3225 GEN s = ZM_to_Flm(star, l); in msfromell_l()
|
| H A D | buch2.c | 1020 GEN a = ZXV_to_FlxV(A, p), b = ZM_to_Flm(B, p), c = ZX_to_Flx(C, p); in chinese_unit_slice()
|
| H A D | galconj.c | 1033 O = ZM_to_Flm(O,l); in fixedfieldsympol()
|
| H A D | elliptic.c | 5184 GEN Hp = ellQ_factorback1(ZM_to_Flm(A, p), L, E, p); in ellQ_factorback_slice()
|
| /dports/math/p5-Math-Pari/pari-2.3.5/src/basemath/ |
| H A D | alglin1.c | 1454 a = ZM_to_Flm(a, pp); in FpM_gauss()
1455 b = ZM_to_Flm(b, pp); in FpM_gauss()
1613 Hp = Flm_inv_sp(ZM_to_Flm(M,p), p); in ZM_inv()
2732 y = ZM_to_Flm(x, pp); in FpM_ker_i()
|
| H A D | Flx.c | 217 ZM_to_Flm(GEN x, ulong p) in ZM_to_Flm() function
|
| H A D | buch3.c | 47 v = archstar_full_rk(NULL, gmael(nf,5,1), ZM_to_Flm(v, 2), gen + (ngen - t)); in buchnarrow()
|
| H A D | polarit3.c | 1568 GEN M, V=Flm_Frobenius(ZM_to_Flm(MA, p), r, p, evalvarn(vu)); in intersect_ker()
|
| /dports/math/p5-Math-Pari/pari-2.3.5/src/headers/ |
| H A D | paridecl.h | 88 GEN ZM_to_Flm(GEN x, ulong p);
|
| /dports/math/pari/pari-2.13.3/src/modules/ |
| H A D | algebras.c | 500 I = ZM_to_Flm(K,p); /* I_0 */ in algradical()
|
| /dports/math/p5-Math-Pari/pari-2.3.5/doc/ |
| H A D | usersch5.tex | 2297 \fun{GEN}{ZM_to_Flm}{GEN x, ulong p} reduce \kbd{ZM}~\kbd{x} modulo \kbd{p}
|
| /dports/math/py-cypari2/cypari2-2.1.2/venv/lib/python3.7/site-packages/cypari2/ |
| H A D | paridecl.pxd | 1135 GEN ZM_to_Flm(GEN x, ulong p)
|
| /dports/math/py-cypari2/cypari2-2.1.2/cypari2/ |
| H A D | paridecl.pxd | 1273 GEN ZM_to_Flm(GEN x, ulong p)
|
| /dports/math/pari/pari-2.13.3/src/headers/ |
| H A D | paridecl.h | 1361 GEN ZM_to_Flm(GEN x, ulong p);
|
| /dports/math/pari/pari-2.13.3/doc/ |
| H A D | usersch5.tex | 7701 \fun{GEN}{ZM_to_Flm}{GEN x, ulong p} reduce \kbd{ZM}~$x$ modulo $p$
|