📄 ekasami.c
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/* * $Log: ekasami.c,v $ * Revision 1.1 2000/05/03 14:30:04 bjc97r * Initial revision * */char *_ekasami_id = "$Id: ekasami.c,v 1.1 2000/05/03 14:30:04 bjc97r Exp $";#include <stdio.h>#include <stdlib.h>#include "ekasami.h"#include "u2long.h"#include "gf.h"#include "lmseq.h"#include "mseq.h"/* * It create a eKasami code generator with a pair of preferred m-sequences * and a decimated sequence with the given seeds. The Kasami code generator * id is returned. */EKasami *ekasami_create( unsigned deg, char *p1, char *p2, u2long s1, u2long s2, unsigned long ssub ){ EKasami *kasami; unsigned long subpoly; unsigned subdeg; if ( deg & 1 ) { fprintf(stderr, "ekasami_create: the degree of the main m-seq polynomial" " should be even.\n"); return NULL; /* odd main degree */ } if ( deg > 62 ) { fprintf(stderr, "ekasami_create: ..cannot handle deg > 62\n"); return NULL; /* too high degree */ } subdeg = deg >> 1; subpoly = find_longsubpoly( deg, p2 ); kasami = (EKasami*) malloc( sizeof(EKasami) ); kasami->mseq0 = lmseq_create( deg, p1, s1.h, s1.l ); kasami->mseq1 = lmseq_create( deg, p2, s2.h, s2.l ); kasami->mseq2 = mseq_create( subdeg, subpoly, ssub & ((1<<subdeg)-1) ); return kasami;}void ekasami_free( EKasami *kasami ){ lmseq_free( kasami->mseq0 ); lmseq_free( kasami->mseq1 ); mseq_free ( kasami->mseq2 ); free( kasami );}/* * ekasami() gives the next long Extended Kasami sequence in unipolar form, * ie 1 or 0. */char ekasami( EKasami *kasami ){ return lmseq(kasami->mseq0) ^ lmseq(kasami->mseq1) ^ mseq(kasami->mseq2);}
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