Searched refs:LLL_IM (Results 1 – 8 of 8) sorted by relevance
| /dports/math/pari/pari-2.13.3/src/basemath/ |
| H A D | lll.c | 34 if (flag & (LLL_IM|LLL_INPLACE)) return cgetg(1,t_MAT); in lll_trivial()
39 if (flag & LLL_IM) return matid(1); in lll_trivial()
57 if (!(flag & (LLL_IM|LLL_KER|LLL_ALL|LLL_INPLACE))) return h; in lll_finish()
58 if (flag & (LLL_IM|LLL_INPLACE)) return vectail_inplace(h, k); in lll_finish()
705 lllgen(GEN x) { return lllallgen(x, LLL_IM); } in lllgen()
709 lllgramgen(GEN x) { return lllallgen(x, LLL_IM|LLL_GRAM); } in lllgramgen()
717 lllint(GEN x) { return lllall(x, LLL_IM); } in lllint()
723 return lllall(x, LLL_IM | LLL_GRAM); } in lllgramint()
742 lllgram(GEN x) { return lllfp(x,LLLDFT,LLL_GRAM|LLL_IM); } in lllgram()
744 lll(GEN x) { return lllfp(x,LLLDFT,LLL_IM); } in lll()
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| H A D | bibli1.c | 1923 u = lllfp(a, 0.75, LLL_GRAM | LLL_IM); in fincke_pohst()
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| H A D | buch2.c | 2393 u = ZM_lll(ZM_mul(G0, I), 0.99, LLL_IM); in Fincke_Pohst_ideal()
4091 U = ZM_lll(L, 0.99, LLL_IM); in Buchall_param()
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| H A D | base1.c | 1786 GEN u = ZM_lll(make_Tr(S), DELTA, LLL_GRAM|LLL_KEEP_FIRST|LLL_IM); in set_LLL_basis()
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| /dports/math/pari/pari-2.13.3/src/headers/ |
| H A D | parinf.h | 98 LLL_IM = 2, /* only image */ enumerator
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| H A D | pariinl.h | 2992 { return ZM_mul(I, ZM_lll(ZM_mul(G, I), 0.99, LLL_IM)); } in idealpseudored()
2998 GEN u = ZM_lll(ZM_mul(G, I), 0.99, LLL_IM); in idealpseudomin()
3005 GEN u = ZM_lll(ZM_mul(G, I), 0.99, LLL_IM); in idealpseudomin_nonscalar()
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| /dports/math/pari/pari-2.13.3/src/modules/ |
| H A D | thue.c | 401 lllmat = ZM_lll(lllmat, 0.99, LLL_IM|LLL_INPLACE); in LLL_1stPass()
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| /dports/math/pari/pari-2.13.3/doc/ |
| H A D | usersch6.tex | 2827 Implies \tet{LLL_IM} (see below).
2843 \item \tet{LLL_IM} If set, only return an LLL-reduced lattice basis $T$.
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