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OPENF4
Library for Gröebner basis computations over finite fields.
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| Represent a term | |
| Represent a tagged polynomial | |
| Represent a node of the single chained list | |
| Represent a single chained list | |
| Represent a polynomial | |
| Represent a array of monomials | |
| Represent a monomial | |
| Represent a matrix | |
| Structure used for statistics | |
| Represent an ideal | |
| Represent an element of a prime field, this class is a POD (Plain Old Data) because of the alignement required in class Matrix | |
| Represent an element of an extension of GF2, this class is a POD (Plain Old Data) because of the alignement required in class Matrix | |
| Represent an element of the field GF(2), this class is a POD (Plain Old Data) because of the alignement required in class Matrix | |
| Represent a dynamic array whose the width is fixed, the memory is allocated by blocs | |
| Represent a critical pair | |
| Represent a node of the AVL of polynomial | |
| Represent an avl of triple (number of a polynomial, number of its leading monomial, number of terms) | |
| Represent a node of the AVL of monomials | |
| Represent an avl of pair (number of a monomial, is leading monomial) | |
| Represent a node of the AVL of critical pairs | |
| Represent an avl of critical pair |
1.8.6