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linbox
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vis a vis irreducible degree d poly f(x), blowup of A \in (F[x]/<f^e>)^nxn to a a matrix coefficient field, specifically in F^ndexnde. This class is especially meant for use in Frobenius form algorithms. Based on ElSheik et al, "Fast Computation for Smith Forms of Sparse Matrices Over Local Rings", ISSAC 2012. More...
#include <vector>#include "linbox/linbox-config.h"#include "linbox/matrix/dense-matrix.h"#include "linbox/vector/vector-domain.h"#include "linbox/vector/blas-vector.h"#include "bb.h"Data Structures | |
| class | Blowup< _Blackbox > |
| Given blackbox matrix A in F^nxn and prime power polynomial f(x) of degree d, this is a blowup of xI-A modulo f to a dimension nd blackbox matrix over the coefficient field F. More... | |
Namespaces | |
| LinBox | |
| Namespace in which all linbox code resides. | |
vis a vis irreducible degree d poly f(x), blowup of A \in (F[x]/<f^e>)^nxn to a a matrix coefficient field, specifically in F^ndexnde. This class is especially meant for use in Frobenius form algorithms. Based on ElSheik et al, "Fast Computation for Smith Forms of Sparse Matrices Over Local Rings", ISSAC 2012.
1.8.17