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AlVin
1.0
A C++ implementation of the Vinberg's algorithm for Q, Q( sqrt(d) ) and Q( cos(2 pi / 7) )
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#include "One involution corresponding to one integral transformation preserving the polyhedron of H^n"
Public Attributes | |
| vector< unsigned int > | iVertices |
| Vertices of definition. | |
| vector< unsigned int > | iPermutation |
| Permutation defining the transformation. | |
| vector< unsigned int > | iLinearlyIndependantVertices |
| Strictly speaking, the indices i (in iVertices!) such that the set vectors[ iVertices[i] ] is linearly independant. | |
| unsigned int | iOrbitCount |
| Number of invariant subsets (in iVertices) | |
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1.8.11