muEC::PART::Diagonal2Part( [[1,1,2,2,3,3,2,1,1,1], 5] );
muEC::PART::Diagonal2Part – partition from a list of diagonals
Compute a partition from the list of the lengths of the successive diagonals of its diagram.
Call:
muEC::PART::Diagonal2Part(diago)
Parameters:
|
diago: |
a list with two components |
Related Functions:
muEC::PART::Part2Border, muEC::PART::Part2Conjugate, muEC::PART::Part2Diagonal, muEC::PART::Part2Mat, muEC::TYP::IsDiagonal, muEC::TYP::IsPart
Details:
The muEC::PART::Diagonal2Part function takes a list [v,pos] as argument, where v is a list (lengths of the successive diagonals of the diagram of part) and pos an integer (position of the main diagonal), and returns the partition part such that Part2Diagonal(part) = [v,pos].
muEC::PART::Diagonal2Part( [[1,1,2,2,3,3,2,1,1,1], 5] );