/* Copyright (C) 2017 Daniel Schultz This file is part of FLINT. FLINT is free software: you can redistribute it and/or modify it under the terms of the GNU Lesser General Public License (LGPL) as published by the Free Software Foundation; either version 2.1 of the License, or (at your option) any later version. See . */ #include "nmod_mpoly.h" slong _nmod_mpoly_add1( mp_limb_t * Acoeffs, ulong * Aexps, const mp_limb_t * Bcoeffs, const ulong * Bexps, slong Blen, const mp_limb_t * Ccoeffs, const ulong * Cexps, slong Clen, ulong maskhi, nmod_t fctx) { slong i = 0, j = 0, k = 0; while (i < Blen && j < Clen) { if ((Bexps[i]^maskhi) > (Cexps[j]^maskhi)) { Aexps[k] = Bexps[i]; Acoeffs[k] = Bcoeffs[i]; i++; } else if ((Bexps[i]^maskhi) == (Cexps[j]^maskhi)) { Aexps[k] = Bexps[i]; Acoeffs[k] = nmod_add(Bcoeffs[i], Ccoeffs[j], fctx); k -= (Acoeffs[k] == 0); i++; j++; } else { Acoeffs[k] = Ccoeffs[j]; Aexps[k] = Cexps[j]; j++; } k++; } while (i < Blen) { Aexps[k] = Bexps[i]; Acoeffs[k] = Bcoeffs[i]; i++; k++; } while (j < Clen) { Aexps[k] = Cexps[j]; Acoeffs[k] = Ccoeffs[j]; j++; k++; } return k; } slong _nmod_mpoly_add(mp_limb_t * Acoeffs, ulong * Aexps, const mp_limb_t * Bcoeffs, const ulong * Bexps, slong Blen, const mp_limb_t * Ccoeffs, const ulong * Cexps, slong Clen, slong N, const ulong * cmpmask, nmod_t fctx) { slong i = 0, j = 0, k = 0; if (N == 1) return _nmod_mpoly_add1(Acoeffs, Aexps, Bcoeffs, Bexps, Blen, Ccoeffs, Cexps, Clen, cmpmask[0], fctx); while (i < Blen && j < Clen) { int cmp = mpoly_monomial_cmp(Bexps + i*N, Cexps + j*N, N, cmpmask); if (cmp > 0) { mpoly_monomial_set(Aexps + k*N, Bexps + i*N, N); Acoeffs[k] = Bcoeffs[i]; i++; } else if (cmp == 0) { mpoly_monomial_set(Aexps + k*N, Bexps + i*N, N); Acoeffs[k] = nmod_add(Bcoeffs[i], Ccoeffs[j], fctx); k -= (Acoeffs[k] == 0); i++; j++; } else { Acoeffs[k] = Ccoeffs[j]; mpoly_monomial_set(Aexps + k*N, Cexps + j*N, N); j++; } k++; } while (i < Blen) { mpoly_monomial_set(Aexps + k*N, Bexps + i*N, N); Acoeffs[k] = Bcoeffs[i]; i++; k++; } while (j < Clen) { mpoly_monomial_set(Aexps + k*N, Cexps + j*N, N); Acoeffs[k] = Ccoeffs[j]; j++; k++; } return k; } void nmod_mpoly_add(nmod_mpoly_t A, const nmod_mpoly_t B, const nmod_mpoly_t C, const nmod_mpoly_ctx_t ctx) { slong Abits, N; ulong * Bexps = B->exps, * Cexps = C->exps; ulong * cmpmask; int freeBexps = 0, freeCexps = 0; TMP_INIT; if (B->length == 0) { nmod_mpoly_set(A, C, ctx); return; } else if (C->length == 0) { nmod_mpoly_set(A, B, ctx); return; } TMP_START; Abits = FLINT_MAX(B->bits, C->bits); N = mpoly_words_per_exp(Abits, ctx->minfo); cmpmask = (ulong *) TMP_ALLOC(N*sizeof(ulong)); mpoly_get_cmpmask(cmpmask, N, Abits, ctx->minfo); if (Abits != B->bits) { freeBexps = 1; Bexps = (ulong *) flint_malloc(N*B->length*sizeof(ulong)); mpoly_repack_monomials(Bexps, Abits, B->exps, B->bits, B->length, ctx->minfo); } if (Abits != C->bits) { freeCexps = 1; Cexps = (ulong *) flint_malloc(N*C->length*sizeof(ulong)); mpoly_repack_monomials(Cexps, Abits, C->exps, C->bits, C->length, ctx->minfo); } if (A == B || A == C) { nmod_mpoly_t T; nmod_mpoly_init3(T, B->length + C->length, Abits, ctx); T->length = _nmod_mpoly_add(T->coeffs, T->exps, B->coeffs, Bexps, B->length, C->coeffs, Cexps, C->length, N, cmpmask, ctx->mod); nmod_mpoly_swap(A, T, ctx); nmod_mpoly_clear(T, ctx); } else { nmod_mpoly_fit_length_reset_bits(A, B->length + C->length, Abits, ctx); A->length = _nmod_mpoly_add(A->coeffs, A->exps, B->coeffs, Bexps, B->length, C->coeffs, Cexps, C->length, N, cmpmask, ctx->mod); } if (freeBexps) flint_free(Bexps); if (freeCexps) flint_free(Cexps); TMP_END; }