4 citations · 5 across the 2 of their papers we have counts for
Showing math.AGShow all
3 papers · 1 filter
math.AG2020
Secant indices of projective varieties
Grayson Jorgenson
To each subvariety in projective -space of codimension we associate an integer sequence of length from to the degree of recording the maximal cardinaliti…
math.AG2019
A relative Segre zeta function
Grayson Jorgenson
The choice of a homogeneous ideal in a polynomial ring defines a closed subscheme in a projective space as well as an infinite sequence of cones over in progressively highe…
math.AG2018
Linear recurrence sequences and the duality defect conjecture
Grayson Jorgenson
It is conjectured that the dual variety of every smooth nonlinear subvariety of dimension in projective -space is a hypersurface, an expectation known as the du…