muEC::SYMF::SfMat(4, s, m);
muEC::SYMF::SfMat – transition matrix between symmetric functions bases
The muEC::SYMF::SfMat function returns the transition matrix from the b1 basis to the b2 basis of the homogeneous component of weight n of the space of symmetric functions.
Parameters b1 and b2 are taken from the SYMF::SYMFBases global variable.
The result is a matrix indexed by partitions of n, each row giving the expansion of an element of the b1 basis in the b2 basis.
Call:
muEC::SYMF::SfMat(n, b1, b2)
Parameters:
|
n: |
any positive integer |
|
b1, b2: |
any names denoting known bases |
Related Functions:
muEC::SYMF::SfMat(4, s, m);