3 citations · 6 across the 5 of their papers we have counts for
4 papers · 1 filter
Local and global universality of random matrix cokernels
Hoi H. Nguyen, Melanie Matchett Wood
In this paper we study the cokernels of various random integral matrix models, including random symmetric, random skew-symmetric, and random Laplacian matrices. We provide a system…
Cokernels of adjacency matrices of random -regular graphs
Hoi H. Nguyen, Melanie Matchett Wood
We study the distribution of the cokernels of adjacency matrices (the Smith groups) of certain models of random -regular graphs and directed graphs, using recent mixing results…
Random integral matrices: universality of surjectivity and the cokernel
Hoi H. Nguyen, Melanie Matchett Wood
For a random matrix of entries sampled independently from a fairly general distribution in Z we study the probability that the cokernel is isomorphic to a given finite abelian grou…
Irreducibility of Random Polynomials
Christian Borst, Evan Boyd, Claire Brekken +3
We study the probability that a random polynomial with integer coefficients is reducible when factored over the rational numbers. Using computer-generated data, we investigate a nu…