| /dports/math/pari/pari-2.13.3/src/basemath/ |
| H A D | buch3.c | 347 h = ZM_det_triangular(H); in bnr_subgroup_check()
555 return gerepileuptoint(av, mulii(h, ZM_det_triangular(D))); in bnrclassno()
1325 h = itos( ZM_det_triangular(H) ); /* #(clgp/H) = number of chars */ in bnrchar_i()
1798 detG = ZM_det_triangular(G); in rnfnormgroup_i()
1978 d2 = itos( ZM_det_triangular(H2) ); in bnrdisc_i()
2053 return mulii(h, ZM_det_triangular(ZM_hnfmodid(ZMV_mul(U,m), cyc))); in get_classno()
2338 z = itou( mului(h, ZM_det_triangular(ZM_hnfmodid(qm, cyc))) ); in bnrclassno_1()
2364 GEN z = mului(h, ZM_det_triangular(ZM_hnf(m))); in hdet()
2707 for (i=1; i<l; i++) gel(D,i) = ZM_det_triangular(gel(L,i)); in subgroupcond()
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| H A D | buch2.c | 1254 I = gel(gen,i); e = gel(ex,i); n = ZM_det_triangular(I); in get_norm_fact()
1400 GEN vecG, ex, Ly, y, x0, Nx = ZM_det_triangular(x); in SPLIT()
1451 I = gel(id,1); NI = ZM_det_triangular(I); in SPLIT()
1779 GEN d, q = gdiv(ZM_det_triangular(x), get_norm_fact(gen, R, &d)); in isprincipalall()
2586 NR = ZM_det_triangular(R); in rnd_rel()
2785 Nid = ZM_det_triangular(id); in be_honest()
3025 R = gmul(*ptkR, gdiv(ZM_det_triangular(H), powiu(den, r))); in compute_R()
3106 GEN N = ZM_det_triangular(gi); in makecycgen()
4057 h = ZM_det_triangular(W); in Buchall_param()
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| H A D | subgroup.c | 498 gel(indexsubq,i) = ZM_det_triangular(gel(T->subq,i)); in subgroup_engine()
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| H A D | kummer.c | 1280 pe = ZM_det_triangular(H); in bnrclassfield_primepower()
1469 N = ZM_det_triangular(subgroup); in bnrclassfield()
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| H A D | buch1.c | 1115 h = ZM_det_triangular(W); in Buchquad()
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| H A D | hnf_snf.c | 2322 mdet = ZM_det_triangular(x); /* != 0 */ in ZM_snfall_i()
2342 mdet = ZM_det_triangular(x); /* > 0 */ in ZM_snfall_i()
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| H A D | ZV.c | 1397 ZM_det_triangular(GEN mat) in ZM_det_triangular() function
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| H A D | bibli1.c | 640 err_printf("expected shvector bitsize: %ld\n", expi(ZM_det_triangular(M))/dim); in zncoppersmith()
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| /dports/math/pari/pari-2.13.3/src/modules/ |
| H A D | stark.c | 414 rb = expi( powii(mulii(nf_get_disc(nf), ZM_det_triangular(f)), in FindModulus()
484 if (equalii(ord, ZM_det_triangular(IK))) { ok = 1; break; } in FindModulus()
825 ch_C(D) = mulrr(C, gsqrt(ZM_det_triangular(gel(F,1)), prec2)); in InitChar()
875 ch_C(D) = mulrr(C, gsqrt(ZM_det_triangular(f0), prec2)); in CharNewPrec()
2211 h = itos(ZM_det_triangular(gel(data,2))) >> 1; in AllStark()
2369 if (gequal1(ZM_det_triangular(subgrp))) { set_avma(av); return pol_x(0); } in bnrstark()
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| H A D | algebras.c | 4934 d1 = ZM_det_triangular(m1); in alglataddinter()
4935 d2 = ZM_det_triangular(m2); in alglataddinter()
5000 *ptindex = mpabs(ZM_det_triangular(m)); in alglatsubset()
5041 dp = mulii(detint(m),ZM_det_triangular(m2)); in alglatmul()
5054 dp = mulii(detint(m),ZM_det_triangular(m1)); in alglatmul()
5065 dp = mulii(ZM_det_triangular(m1), ZM_det_triangular(m2)); in alglatmul()
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| /dports/math/pari/pari-2.13.3/ |
| H A D | CHANGES-2.4 | 775 ZC_hnfrem, ZC_hnfremdiv, ZM_det_triangular, ZM_detmult, ZM_equal, ZM_hnf,
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| /dports/math/py-cypari2/cypari2-2.1.2/venv/lib/python3.7/site-packages/cypari2/ |
| H A D | paridecl.pxd | 1115 GEN ZM_det_triangular(GEN mat)
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| /dports/math/py-cypari2/cypari2-2.1.2/cypari2/ |
| H A D | paridecl.pxd | 1253 GEN ZM_det_triangular(GEN mat)
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| /dports/math/pari/pari-2.13.3/src/headers/ |
| H A D | paridecl.h | 1339 GEN ZM_det_triangular(GEN mat);
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| /dports/math/pari/pari-2.13.3/doc/ |
| H A D | usersch5.tex | 8709 \fun{GEN}{ZM_det_triangular}{GEN x} returns the product of the diagonal
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