atlas
0.6
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Classes | |
class | DynkinDiagram |
Typedefs | |
typedef std::pair< unsigned char, unsigned char > | Edge |
typedef unsigned char | Multiplicity |
Functions | |
RankFlagsList | components (const DynkinDiagram &d) |
Permutation | normalize (const DynkinDiagram &d) |
LieType | Lie_type (const int_Matrix &cm) |
LieType | Lie_type (const int_Matrix &cm, bool Bourbaki, bool check, Permutation &pi) |
Permutation | bourbaki (const DynkinDiagram &d) |
typedef std::pair<unsigned char, unsigned char> atlas::dynkin::Edge |
typedef unsigned char atlas::dynkin::Multiplicity |
Permutation atlas::dynkin::bourbaki | ( | const DynkinDiagram & | d | ) |
Synopsis: Returns some permutation that will take |d| to Bourbaki form
This means that nodes of the diagram |d| taken in the order |a[0],...,a[r-1]| traverse each of its connected components consecutively, and in the order prescribed by the the Bourbaki conventions for the type of that component
RankFlagsList atlas::dynkin::components | ( | const DynkinDiagram & | d | ) |
LieType atlas::dynkin::Lie_type | ( | const int_Matrix & | cm | ) |
LieType atlas::dynkin::Lie_type | ( | const int_Matrix & | cm, |
bool | Bourbaki, | ||
bool | check, | ||
Permutation & | pi | ||
) |
Permutation atlas::dynkin::normalize | ( | const DynkinDiagram & | d | ) |