1 citations · 1 across the 4 of their papers we have counts for
4 papers
Delocalization of Two-Dimensional Random Band Matrices
Sofiia Dubova, Kevin Yang, Horng-Tzer Yau +1
We study a random band matrix of dimension with mean-zero complex Gaussian entries, where belong to the discrete torus $(\mathbb{Z}/\sqrt{N}\ma…
Quantum diffusion and delocalization in one-dimensional band matrices via the flow method
Sofiia Dubova, Kevin Yang
We study a class of Gaussian random band matrices of dimension and band-width . We show that delocalization holds for bulk eigenvectors and that quantum diffusion h…
Gaussian statistics for left and right eigenvectors of complex non-Hermitian matrices
Sofiia Dubova, Kevin Yang, Horng-Tzer Yau +1
We consider a constant-size subset of left and right eigenvectors of an i.i.d. complex non-Hermitian matrix associated with the eigenvalues with pairwise distances at l…
Bulk universality for complex eigenvalues of real non-symmetric random matrices with i.i.d. entries
Sofiia Dubova, Kevin Yang
We consider an ensemble of non-Hermitian matrices with independent identically distributed real entries that have finite moments. We show that its -point correlation function in…