| /dports/math/pari/pari-2.13.3/src/modules/ |
| H A D | krasner.c | 435 if (RgX_is_ZX(pol)) return RootCountingAlgorithm(data, fdata, pol, 1); in IsIsomorphic()
456 if (RgX_is_ZX(pol)) { /* split for efficiency; contains the case f = 1 */ in NbConjugateFields()
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| /dports/math/pari/pari-2.13.3/src/basemath/ |
| H A D | QX_factor.c | 1426 if (d <= 0 || !RgX_is_ZX(f)) return 0; in poliscyclo()
1438 if (!RgX_is_ZX(f)) return 0; in poliscycloprod()
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| H A D | ZX.c | 28 { if (!RgX_is_ZX(x)) pari_err_TYPE(stack_strcat(s," [not in Z[X]]"), x); } in RgX_check_ZX()
1052 case t_POL: if (RgX_is_ZX(t)) break; in RgX_check_ZXX()
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| H A D | polarit2.c | 3482 return RgX_is_ZX(pol) && ZX_is_monic(pol) ? in RgX_gcd_fast()
3733 if (!RgX_is_ZX(x)) x = RgX_rescale_to_int(x); in sturmpart_i()
4023 case t_FRAC: return RgX_is_ZX(T) && ZX_is_monic(T) ? QXQ_mul(x,y,T): NULL; in RgXQ_mul_fast()
4049 case t_FRAC: return RgX_is_ZX(T) && ZX_is_monic(T) ? QXQ_sqr(x,T): NULL; in RgXQ_sqr_fast()
4075 case t_FRAC: return RgX_is_ZX(y)? QXQ_inv(x,y): NULL; in RgXQ_inv_fast()
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| H A D | bibli1.c | 557 if (typ(P) != t_POL || !RgX_is_ZX(P)) pari_err_TYPE("zncoppersmith",P); in zncoppersmith()
1001 else if (!RgX_is_ZX(T)) pari_err_TYPE("bestapprnf", T); in bestapprnf()
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| H A D | nffactor.c | 456 if (RgX_is_ZX(B)) in nfroots()
647 if (RgX_is_ZX(B)) in nffactor_i()
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| H A D | RgV.c | 653 { return RgX_is_ZX(pol) && ZX_is_monic(pol); } in RgX_is_monic_ZX()
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| H A D | subfield.c | 1114 if (!RgX_is_ZX(*pol)) pari_err_TYPE("subfields_cleanup [not integral]", *pol); in subfields_cleanup()
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| H A D | alglin2.c | 150 if (typ(A)==t_POL && RgX_is_QX(A) && RgX_is_ZX(T)) in easychar()
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| H A D | base1.c | 1886 if (d<1 || !RgX_is_ZX(T) || !isint1(gel(T,d+2)) || lg(V)-1!=d) return -1; in nf_input_type()
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| H A D | rootpol.c | 2598 if (!RgX_is_ZX(P)) P = RgX_rescale_to_int(P); in realroots()
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| H A D | RgX.c | 3022 case t_FRAC: return RgX_is_ZX(y) && ZX_is_monic(y) ? QX_ZX_rem(x,y): NULL; in RgX_rem_fast()
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| H A D | FpXQX_factor.c | 2872 return cmpiu(*p, 1) > 0 && typ(*T) == t_POL && RgX_is_ZX(*T); in ff_parse_Tp()
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| H A D | base3.c | 1061 if (!RgX_is_ZX(x)) pari_err_TYPE("poltobasis",x); in poltobasis()
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| H A D | base2.c | 145 if (typ(T) != t_POL || !RgX_is_ZX(T)) pari_err_TYPE("poldiscfactors",T); in poldiscfactors()
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| H A D | modsym.c | 3367 if (RgX_is_ZX(P)) break; in msfromhecke()
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| H A D | mftrace.c | 7006 GEN vr = RgX_is_ZX(T)? ZX_roots(T,prec): roots(RgX_embed1(T,zcyclo), prec); in getembed()
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| /dports/math/pari/pari-2.13.3/src/language/ |
| H A D | intnum.c | 2455 if (!RgX_is_ZX(DF) || !is_pm1(gel(DF,2)) in prodeulerrat()
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| /dports/math/pari/pari-2.13.3/src/headers/ |
| H A D | pariinl.h | 847 RgX_is_ZX(GEN x) in RgX_is_ZX() function
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| H A D | paridecl.h | 5950 INLINE int RgX_is_ZX(GEN x);
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| /dports/math/py-cypari2/cypari2-2.1.2/venv/lib/python3.7/site-packages/cypari2/ |
| H A D | paridecl.pxd | 4841 int RgX_is_ZX(GEN x)
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| /dports/math/py-cypari2/cypari2-2.1.2/cypari2/ |
| H A D | paridecl.pxd | 5001 int RgX_is_ZX(GEN x)
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| /dports/math/pari/pari-2.13.3/doc/ |
| H A D | usersch5.tex | 9936 \fun{int}{RgX_is_ZX}{GEN P} return 1 if the \kbd{RgX}~$P$ has only
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