Changeset 8aafaf in git

Timestamp:

Mar 8, 2007, 1:30:10 PM (17 years ago)

Author:

Hans Schönemann <hannes@…>

Branches:

(u'spielwiese', '4a9821a93ffdc22a6696668bd4f6b8c9de3e6c5f')

Children:

60d6fac1b1cae8589d00c1b5248c5253cbede39f

Parents:

f3f6fdeae4b3a5cb5b0df35965a276b9254cb9c8

Message:

*hannes: do not tell what we are not doing


git-svn-id: file:///usr/local/Singular/svn/trunk@9925 2c84dea3-7e68-4137-9b89-c4e89433aadc

File:

• Singular/LIB/finvar.lib (modified) (6 diffs)

Singular/LIB/finvar.lib

@@ -1 +1 @@
 ///////////////////////////////////////////////////////////////////////////////
-version="$Id: finvar.lib,v 1.66 2007-03-05 19:39:23 king Exp $"
+version="$Id: finvar.lib,v 1.67 2007-03-08 12:30:10 Singular Exp $"
 category="Invariant theory";
 info="
@@ -5067 +5067 @@
 //--------------------- generating secondary invariants ----------------------
   for (i=2;i<=m;i++)                   // going through dimmat -
-  { // Case 1: PP are not required by the user, and we guess that all irreducibles have 
+  { // Case 1: PP are not required by the user, and we guess that all irreducibles have
     // been found.
     // Afterwards, the use of PP is impossible.
-    if ((LastNewIS == i-3) and (UsePP==0))  
+    if ((LastNewIS == i-3) and (UsePP==0))
     { if (v) {"Computing Groebner basis for primaries and previously found irreducibles...";}
       degBound = 0;
@@ -5096 +5096 @@
       attrib(Reductor,"isSB",1);
       attrib(SaveRed,"isSB",1);
-              
+
       // Case A: We use PP
       if ( NoPP==0 )
@@ -5197 +5197 @@
           }
         }
-        TotalReductor = sP_Reductor;  
+        TotalReductor = sP_Reductor;
       } // if NoPP==0
       else
-      { if (v) {"  We don't compute Power Products!"; }
+      { //if (v) {"  We don't compute Power Products!"; }
 // Instead of computing Power Products, we can compute a Groebner basis of the ideal
 // generated by the primary and previously found irr. sec. invariants up to degree i-2. An invariant
@@ -5209 +5209 @@
     }  // dealing with reducible sec. inv.
     // The remaining sec. inv. are irreducible!
-    // Reason: If we use PP, TotalReductor detects the <<P>>-module generated by 
+    // Reason: If we use PP, TotalReductor detects the <<P>>-module generated by
     //         all secondaries
     //         If we don't, TotalReductor detects the algebra <<P union IS>>
@@ -5217 +5217 @@
         { "  Looking for irreducible secondary invariants in degree ", i-1;
         }
-        mon = kbase(TotalReductor,i-1); 
+        mon = kbase(TotalReductor,i-1);
         ii = ncols(mon);
         if (mon[1]<>0)