2 citations · 3 across the 3 of their papers we have counts for
3 papers
math.AG2022★ 1 cited
Families of Perfect Tensors
Runshi Geng
Perfect tensors are the tensors corresponding to the absolutely maximally entangled states, a special type of quantum states of interest in quantum information theory. We establish…
math.AG2022
Geometric Rank and Linear Determinantal Varieties
Runshi Geng
There are close relations between tripartite tensors with bounded geometric ranks and linear determinantal varieties with bounded codimensions. We study linear determinantal variet…
cs.CC2020★ 2 cited
On the geometry of geometric rank
Runshi Geng, J. M. Landsberg
We make a geometric study of the Geometric Rank of tensors recently introduced by Kopparty et al. Results include classification of tensors with degenerate geometric rank in $C^3\o…