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Descriptions: Fix some spelling errors in output text of the programs
Author: Cédric Boutillier <boutil@debian.org>
Author: Doug Torrance <dtorrance@piedmont.edu>
Forwarded: yes
Last-Update: 2020-11-13
--- a/src/app_scarfisgeneric.cpp
+++ b/src/app_scarfisgeneric.cpp
@@ -24,7 +24,7 @@
}
const char *helpText()
{
- return "This program takes a matrix as input and checks if it satisfies Scarf's generality conditions. The rows of the matrix are listed on the input. The A1 condition is that there exists a strictly poistive vector in the co-kernel of the matrix. The A2 condition is that te maximal minors of the matrix are non-zero. A3\n";
+ return "This program takes a matrix as input and checks if it satisfies Scarf's generality conditions. The rows of the matrix are listed on the input. The A1 condition is that there exists a strictly poistive vector in the co-kernel of the matrix. The A2 condition is that the maximal minors of the matrix are non-zero. A3\n";
}
ScarfIsGenericApplication()
{
--- a/src/app_symmetries.cpp
+++ b/src/app_symmetries.cpp
@@ -35,7 +35,7 @@
}
SymmetriesApplication():
optionSymmetry("--symmetry","Specify subgroup to be searched for permutations keeping the ideal fixed."),
- optionTorusSymmetry("--symsigns","Specify for each generator of the group specified wiht --symmetry an element of ${-1,+1}^n$ which by its multiplication on the variables together with the permutation is expected to keep the ideal fixed.")
+ optionTorusSymmetry("--symsigns","Specify for each generator of the group specified with --symmetry an element of ${-1,+1}^n$ which by its multiplication on the variables together with the permutation is expected to keep the ideal fixed.")
{
registerOptions();
}
--- a/src/app_representatives.cpp
+++ b/src/app_representatives.cpp
@@ -24,7 +24,7 @@
}
const char *helpText()
{
- return "This program computes takes generaters for a subgroup of S_n and a list of n-dimensional integer vectors. The output is a list of vectors, one from each orbit of elements of the list. \n";
+ return "This program computes takes generators for a subgroup of S_n and a list of n-dimensional integer vectors. The output is a list of vectors, one from each orbit of elements of the list. \n";
}
RepresentativesApplication()
{
--- a/src/tropical2.cpp
+++ b/src/tropical2.cpp
@@ -271,7 +271,7 @@
PolynomialSet r(theRing);
if(theRing.getNumberOfVariables()!=weight.size())
{
- cerr << "Error: Number of varaibles in polynomial ring "<<theRing.getNumberOfVariables()<< " length of weight vector " << weight.size() <<endl;
+ cerr << "Error: Number of variables in polynomial ring "<<theRing.getNumberOfVariables()<< " length of weight vector " << weight.size() <<endl;
assert(0);
}
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