===================================================================
RCS file: /home/cvs/OpenXM_contrib2/asir2000/engine/distm.c,v
retrieving revision 1.9
retrieving revision 1.10
diff -u -p -r1.9 -r1.10
--- OpenXM_contrib2/asir2000/engine/distm.c	2001/10/09 01:36:11	1.9
+++ OpenXM_contrib2/asir2000/engine/distm.c	2002/01/28 00:54:43	1.10
@@ -45,7 +45,7 @@
  * DEVELOPER SHALL HAVE NO LIABILITY IN CONNECTION WITH THE USE,
  * PERFORMANCE OR NON-PERFORMANCE OF THE SOFTWARE.
  *
- * $OpenXM: OpenXM_contrib2/asir2000/engine/distm.c,v 1.8 2000/12/05 08:29:44 noro Exp $ 
+ * $OpenXM: OpenXM_contrib2/asir2000/engine/distm.c,v 1.9 2001/10/09 01:36:11 noro Exp $ 
 */
 #include "ca.h"
 #include "inline.h"
@@ -91,7 +91,8 @@ void mptomd(VL vl,int mod,VL dvl,P p,DP *pr)
 			} else {
 				for ( dc = DC(p), s = 0; dc; dc = NEXT(dc) ) {
 					mptomd(vl,mod,dvl,COEF(dc),&t);
-					NEWDL(d,n); d->td = QTOS(DEG(dc)); d->d[i] = d->td;
+					NEWDL(d,n); d->d[i] = QTOS(DEG(dc));
+					d->td = MUL_WEIGHT(d->d[i],i);
 					NEWMP(m); m->dl = d; C(m) = (P)ONEM; NEXT(m) = 0; MKDP(n,m,u);
 					comm_mulmd(vl,mod,t,u,&r); addmd(vl,mod,r,s,&t); s = t;
 				}
@@ -374,8 +375,12 @@ void weyl_mulmmm(VL vl,int mod,MP m0,MP m1,int n,DP *p
 		for ( i = 0; i < n2; i++ ) {
 			a = d0->d[i]; b = d1->d[n2+i];
 			k = d0->d[n2+i]; l = d1->d[i];
+
 			/* degree of xi^a*(Di^k*xi^l)*Di^b */
-			s = a+k+l+b;
+			a += l;
+			b += k;
+			s = MUL_WEIGHT(a,i)+MUL_WEIGHT(b,n2+i);
+
 			/* compute xi^a*(Di^k*xi^l)*Di^b */
 			min = MIN(k,l);
 
@@ -388,16 +393,16 @@ void weyl_mulmmm(VL vl,int mod,MP m0,MP m1,int n,DP *p
 			if ( n & 1 )
 				for ( mr0 = 0, j = 0; j <= min; j++ ) {
 					NEXTMP(mr0,mr); NEWDL(d,n);
-					d->d[i] = l-j+a; d->d[n2+i] = k-j+b;
+					d->d[i] = a-j; d->d[n2+i] = b-j;
 					d->td = s;
-					d->d[n-1] = s-(d->d[i]+d->d[n2+i]); 
+					d->d[n-1] = s-(MUL_WEIGHT(a-j,i)+MUL_WEIGHT(b-j,n2+i));
 					STOMQ(tab[j],mq); mr->c = (P)mq; mr->dl = d;
 				}
 			else
 				for ( mr0 = 0, s = 0, j = 0; j <= min; j++ ) {
 					NEXTMP(mr0,mr); NEWDL(d,n);
-					d->d[i] = l-j+a; d->d[n2+i] = k-j+b;
-					d->td = d->d[i]+d->d[n2+i]; /* XXX */
+					d->d[i] = a-j; d->d[n2+i] = b-j;
+					d->td = MUL_WEIGHT(a-j,i)+MUL_WEIGHT(b-j,n2+i); /* XXX */
 					s = MAX(s,d->td); /* XXX */
 					STOMQ(tab[j],mq); mr->c = (P)mq; mr->dl = d;
 				}
@@ -788,10 +793,13 @@ void weyl_mulmmm_dup(int mod,MP m0,MP m1,int n,struct 
 	for ( i = 0; i < n2; i++ ) {
 		a = d0->d[i]; b = d1->d[n2+i];
 		k = d0->d[n2+i]; l = d1->d[i];
+
+		/* degree of xi^a*(Di^k*xi^l)*Di^b */
+		a += l;
+		b += k;
+		s = MUL_WEIGHT(a,i)+MUL_WEIGHT(b,n2+i);
+
 		if ( !k || !l ) {
-			a += l;
-			b += k;
-			s = a+b;
 			for ( j = 0, p = rtab; j < curlen; j++, p++ ) {
 				if ( p->c ) {
 					dt = p->d;
@@ -810,8 +818,6 @@ void weyl_mulmmm_dup(int mod,MP m0,MP m1,int n,struct 
 			tab = (struct cdlm *)MALLOC(tablen*sizeof(struct cdlm));
 			ctab = (int *)MALLOC(tablen*sizeof(int));
 		}
-		/* degree of xi^a*(Di^k*xi^l)*Di^b */
-		s = a+k+l+b;
 		/* compute xi^a*(Di^k*xi^l)*Di^b */
 		min = MIN(k,l);
 		mkwcm(k,l,mod,ctab);
@@ -820,17 +826,17 @@ void weyl_mulmmm_dup(int mod,MP m0,MP m1,int n,struct 
 		if ( n & 1 )
 			for ( j = 0; j <= min; j++ ) {
 				NEWDL(d,n);
-				d->d[i] = l-j+a; d->d[n2+i] = k-j+b;
+				d->d[i] = a-j; d->d[n2+i] = b-j;
 				d->td = s;
-				d->d[n-1] = s-(d->d[i]+d->d[n2+i]); 
+				d->d[n-1] = s-(MUL_WEIGHT(a-j,i)+MUL_WEIGHT(b-j,n2+i));
 				tab[j].d = d;
 				tab[j].c = ctab[j];
 			}
 		else
 			for ( j = 0; j <= min; j++ ) {
 				NEWDL(d,n);
-				d->d[i] = l-j+a; d->d[n2+i] = k-j+b;
-				d->td = d->d[i]+d->d[n2+i]; /* XXX */
+				d->d[i] = a-j; d->d[n2+i] = b-j;
+				d->td = MUL_WEIGHT(a-j,i)+MUL_WEIGHT(b-j,n2+i); /* XXX */
 				tab[j].d = d;
 				tab[j].c = ctab[j];
 			}