Changeset 417a505 in git for Singular/LIB/arnoldclassify.lib

Timestamp:

May 15, 2020, 9:59:18 PM (4 years ago)

Author:

Hans Schoenemann <hannes@…>

Branches:

(u'spielwiese', 'fe61d9c35bf7c61f2b6cbf1b56e25e2f08d536cc')

Children:

039e8e7774347ebff8c13656ee7cb704822a872b

Parents:

20f2239fc1edd340ef740851d0ead1e994d34535

Message:

spelling p8 and end

File:

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

Singular/LIB/arnoldclassify.lib

@@ -218 +218 @@
 //* Z or Y with zero 3-jet and non-zero 4-jet.
 //* The idea is to transform the Newton Polygon of fPoly until we can decide
-//* wether f is of type Z or Y. For further information abouth the algorithm
+//* whether f is of type Z or Y. For further information abouth the algorithm
 //* refer to [Hem17]
 
@@ -346 +346 @@
 //* Input poly f with zero 3-jet and non-zero 4-jet with var(1) contained
 //* in 4-jet. Computes the weights for all monomials lying in the Newton
-//* Diagramm under the line defined by x^4 and x^3y^k and returns the
+//* Diagram under the line defined by x^4 and x^3y^k and returns the
 //* smallest one. In case there is no other monomial than x^4, return
 //* weights (k,1)
@@ -496 +496 @@
 {
 //* Assume f is a polynomial with no polynomials lying in the Newton
-//* Diagramm above the line defined by x^2y^2 and x^2y^(bound)
+//* Diagram above the line defined by x^2y^2 and x^2y^(bound)
 //* Computes the weight of all monomials lying under the line and
 //* returns the smallest one
@@ -904 +904 @@
  int n = nvars(basering);
 
-//* Set Determinacy (Needed for Splitting Lemma) wether given in # or compute
+//* Set Determinacy (Needed for Splitting Lemma) whether given in # or compute
  int Determinacy;
  if (size(#) == 0 ){
@@ -989 +989 @@
 
    //* Check if
-   if( Q == 0 && i == n ){
-    ERROR("Someting went wrong");
-   }
+   if( Q == 0 && i == n ){ ERROR("Something went wrong"); }
 
    //* Find coordinate change Phi2 such that Q(0) != 0
@@ -1375 +1373 @@
          If a,b,c,d are not given, valid values are chosen automatically.
 RETURN:  string NF is the normal form of the series S if no parameters given,
-         or poly NF is the normal form of the class S with paramaters k,r,s.
+         or poly NF is the normal form of the class S with parameters k,r,s.
 EXAMPLE: example arnoldNormalForm; shows an example"
 {