/dports/math/pari/pari-2.13.3/src/modules/ |
H A D | algebras.c | 961 gel(mtx,1) = col_ei(n,i); in alg_subalg() 1124 x = col_ei(N,i); in alg_idempotent() 1178 gel(B,i) = col_ei(m,n*(i-1)+1); in descend_i() 1262 e = col_ei(N,1); in alg_finite_csa_split() 2344 gcoeff(res,i,i) = col_ei(n,k); in algmatbasis_ei() 2352 gcoeff(res,i,j) = col_ei(n,k); in algmatbasis_ei() 2570 one = col_ei(n,1); in algmatid() 2589 res = col_ei(alg_get_absdim(al),1); in algpow() 4070 x = algnattoalg(al,col_ei(D,i)); in algnatmultable() 4225 x = col_ei(N,i+count); in findmaximalsubfield() [all …]
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/dports/math/pari/pari-2.13.3/src/basemath/ |
H A D | base2.c | 1957 u = FpM_FpC_invimage(shallowconcat(P, V), col_ei(N,1), p); in uniformizer() 2044 GEN y = col_ei(N,I); in pow_ei_mod_p() 2220 UN = col_ei(N, 1); in primedec_aux() 2436 if (!is_pm1(x)) { c[k] = i; gel(ffproj,i) = col_ei(N, i); k++; } in modprinit() 2490 u = col_ei(f,2); k = 2; in modprinit() 2494 k++; u2 = col_ei(f, k); in modprinit() 3065 gel(A,j) = col_ei(m, j); in rnfdedekind_i() 3422 gel(U,1) = col_ei(N, 1); in rnfallbase()
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H A D | qfsolve.c | 751 if (!base) return col_ei(n,i); in qftriv() 759 s = col_ei(n,i); gel(s,i-1) = gen_m1; in qftriv()
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H A D | subgroup.c | 647 for ( ; j<=N; j++) gel(H,j) = col_ei(N, j); in subgrouplist_i()
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H A D | base1.c | 752 gel(M,1) = col_ei(n, 1); /* s(1) = 1 */ in nfgaloismatrix() 1439 gel(mul,j) = gel(mul,1+(j-1)*n) = col_ei(n, j); in nf_multable() 2676 gel(M2,1) = col_ei(N, i); /* nf.zk[i] */ in chk_gen_init()
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H A D | bibli2.c | 1333 y = RgM_solve(y, col_ei(n, 2)); in RgXQ_reverse() 1351 y = QM_gauss(y, col_ei(n, 2)); in QXQ_reverse()
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H A D | FpXQX_factor.c | 55 GEN V = FpM_FpC_invimage(M, col_ei(n, 2), p); in FpXQ_ffisom_inv() 375 VP = col_ei(np, 1); in FpX_ffintersect() 376 VQ = np == nq? VP: col_ei(nq, 1); /* save memory */ in FpX_ffintersect()
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H A D | base3.c | 488 zkmultable_inv(GEN mx) { return ZM_gauss(mx, col_ei(lg(mx)-1,1)); } in zkmultable_inv() 2921 GEN z = col_ei(N, 1); in sprk_log_gen_pr2() 2952 retmkmat(col_ei(n, 1)); in sprk_log_gen_pr()
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H A D | alglin1.c | 2177 return get_suppl(x,d,nbrows(x),r,&col_ei); in FpM_suppl() 2224 set_avma(av); return get_suppl(x,d,nbrows(x),r,&col_ei); in FqM_suppl() 3603 if (lgcols(M)==1) return col_ei(l, 1); in QM_deplin() 4215 set_avma(av); return get_suppl(x,d,nbrows(x),r,&col_ei); in suppl()
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H A D | subfield.c | 1269 gel(M,1) = col_ei(n,1); a = pol_1(v); in galoissubfieldcm()
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H A D | alglin2.c | 1423 for (j=1; j < n; j++) gel(y,j) = col_ei(n, j+1); in matcompanion()
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H A D | hnf_snf.c | 884 gel(U,j) = col_ei(l-1, j); in hnfmerge_get_1()
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H A D | base4.c | 2626 my = ZM_gauss(my, col_ei(N,1)); /* y^-1 */ in idealred0()
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/dports/math/p5-Math-Pari/pari-2.3.5/src/kernel/none/ |
H A D | level1.h | 172 GEN col_ei(long n, long i); 406 col_ei(long n, long i) { GEN e = zerocol(n); gel(e,i) = gen_1; return e; } in col_ei() function
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/dports/math/p5-Math-Pari/pari-2.3.5/src/basemath/ |
H A D | subgroup.c | 619 for ( ; j<=N; j++) gel(H,j) = col_ei(N, j); in subgrouplist_i()
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H A D | base2.c | 1927 u = FpM_invimage(shallowconcat(P, V), col_ei(N,1), p); in uniformizer() 2155 UN = col_ei(N, 1); in _primedec() 2340 if (!is_pm1(x)) { c[k] = i; gel(ffproj,i) = col_ei(N, i); k++; } in modprinit() 2381 u = col_ei(f,2); k = 2; in modprinit() 2385 k++; u2 = col_ei(f, k); in modprinit() 2741 gel(A,j) = col_ei(m, j); in rnfdedekind_i()
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H A D | base5.c | 413 return matid_intern(n, col_ei(m,1), zerocol(m)); in rnfid()
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H A D | bibli2.c | 935 y = gauss(y, col_ei(n, 2)); in modreverse_i()
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H A D | base3.c | 452 y = leftright_pow(col_ei(N, I), n, (void*)&D, &_sqrmod, &_mulidmod); in element_powid_mod_p() 1881 zlog_add_sign(y, col_ei(lg(S->archp)-1, index), S->lists); in log_gen_arch()
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H A D | polarit3.c | 1408 V = FpM_invimage(M, col_ei(n, 2), p); in FpXQ_ffisom_inv() 1694 VP = col_ei(np, 1); in FpX_ffintersect() 1695 VQ = np == nq? VP: col_ei(nq, 1); /* save memory */ in FpX_ffintersect()
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H A D | base1.c | 1902 gel(M2,1) = col_ei(N, i); /* nf.zk[i] */ in chk_gen_init()
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H A D | base4.c | 2642 u = col_ei(lg(B)-1, 1); in nfbezout()
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H A D | alglin1.c | 2293 gel(y,j) = col_ei(n, y[j]); in get_suppl()
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H A D | bibli1.c | 2257 if (gcmp0(gel(x,k))) return col_ei(n, k); in init_pslq()
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/dports/math/pari/pari-2.13.3/src/headers/ |
H A D | pariinl.h | 529 col_ei(long n, long i) { GEN e = zerocol(n); gel(e,i) = gen_1; return e; } in col_ei() function
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