Searched refs:bid_get_cyc (Results 1 – 9 of 9) sorted by relevance
223 EX = gel(bid_get_cyc(bid),1); /* exponent of (O/f)^* */ in bnr_grp()444 cycbid = bid_get_cyc(bid); in Buchraymod_i()551 cycbid = bid_get_cyc(bid); in bnrclassno()610 trivialbid = lg(bid_get_cyc(bid)) == 1; in bnrisprincipalmod()2052 GEN bid = gel(t,1), m = gel(t,2), cyc = bid_get_cyc(bid), U = bid_get_U(bid); in get_classno()
2784 S->hU = lg(bid_get_cyc(bid))-1; in init_zlog_mod()3202 cyc = bid_get_cyc(bid); in ideallog_units0()3262 return gerepileupto(av, vecmodii(y, bid_get_cyc(S->bid))); in ideallog_i()
1695 GEN t, cyc = bid_get_cyc(bid); in famat_to_nf_moddivisor()
1177 def bid_get_cyc(self): member in Gen1193 >>> J.bid_get_cyc()1197 return clone_gen(bid_get_cyc(self.g))
4721 GEN bid_get_cyc(GEN bid)
2897 bid_get_cyc(GEN bid) { return abgrp_get_cyc(bid_get_grp(bid)); } in bid_get_cyc() function
5638 INLINE GEN bid_get_cyc(GEN bid);
440 \fun{GEN}{bid_get_cyc}{GEN bid} returns the elementary divisors
4561 GEN bid_get_cyc(GEN bid)