advanced search
Using the method of degenerating a Grassmannian into a toric variety, we calculate formulas for the dimensions of the eigenspaces of the action of an n-dimensional torus on a Grassmannian of planes in an n-dimensional space.
MATH / Applied Mathematics
The degeneration of the Grassmannian into a toric variety and the calculation of the eigenspaces of a torus action
Illinois Institute of Technology
Witaszek, Jakub
2015 2015-06-11
Using the method of degenerating a Grassmannian into a toric variety, we calculate formulas for the dimensions of the eigenspaces of the action of an n-dimensional torus on a Grassmannian of planes... Show moreUsing the method of degenerating a Grassmannian into a toric variety, we calculate formulas for the dimensions of the eigenspaces of the action of an n-dimensional torus on a Grassmannian of planes in an n-dimensional space. Show less
Article
application/pdf
Toric varietyGrassmannianPoincare-Hilbert series
2015-06-11T00:00:00Z
Open Access
http://hdl.handle.net/10560/islandora:1007816
https://doi.org/10.18409/jas.v6i1.37
Journal of Algebraic Statistics