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PolyBoRi
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This class finds those terms in a given set which are related to given terms. More...
#include <RelatedTerms.h>
Public Types | |
| typedef TransformedSequence< MonomialSet, BoundedDivisorsOf > | divisors_sequence_type |
Public Member Functions | |
| RelatedTerms (const BoolePolyRing &ring) | |
| Empty set of terms. More... | |
| RelatedTerms (const Monomial &lead, const MonomialSet &monomials, const MonomialSet &ignorable) | |
| Constructor. More... | |
| const MonomialSet & | terms () const |
| Access actual monomial set. More... | |
| divisors_sequence_type | divisors (const MonomialSet &monomials) const |
| Get sequence of corresponding divisors (in the given monomial set) More... | |
Additional Inherited Members | |
Protected Member Functions inherited from polybori::groebner::RelatedTermsBase | |
| RelatedTermsBase (const BoolePolyRing &ring) | |
| Empty set of terms. More... | |
| RelatedTermsBase (const Monomial &lead, const MonomialSet &terms, const MonomialSet &ignorable, const MonomialSet &significant) | |
| Nontrivial constructor. More... | |
| const MonomialSet & | related_terms () const |
| finally get the related terms More... | |
| const BoundedDivisorsOf & | divisors_of () const |
| Get parameterized functional. More... | |
| MonomialSet | factors (const MonomialSet &terms) const |
Minimal related elements from terms, with lead's variables set to 1. More... | |
| MonomialSet | critical_terms_base (const MonomialSet &terms) const |
Related elements in terms modulo the ignorable elements. More... | |
| MonomialSet | unrelated_terms (const MonomialSet &terms) const |
| Extract terms not owning variables of current generator's leading term. More... | |
This class finds those terms in a given set which are related to given terms.
Get interesting terms (active ones owning some of lead's variables)
| typedef TransformedSequence<MonomialSet, BoundedDivisorsOf> polybori::groebner::RelatedTerms::divisors_sequence_type |
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Empty set of terms.
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Constructor.
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Get sequence of corresponding divisors (in the given monomial set)
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Access actual monomial set.
1.8.9.1