Modern Aspects of Random Matrix Theory

Van H. Vu

Type: Book

Publication Date: 2014-07-07

Citations: 14

DOI: https://doi.org/10.1090/psapm/072

Similar Works

Action	Title	Year	Authors
+	Advances in random matrix theory	2005	Alan Edelman
+	Classical Random Matrix Theory	2020	Marc Potters Jean‐Philippe Bouchaud
+	INTRODUCTORY REVIEW: Developments in random matrix theory	2003	Peter J. Forrester N. C. Snaith J. J. M. Verbaarschot
+	Random Matrix Theory	2011	Güler Ergün
+ PDF Chat	Random matrix theory	2000	Percy Deift
+	Random Matrix Theory	2009	Güler Ergün
+	Random matrix theory	1999	Laurent Laloux Pierre Cizeau Jean‐Philippe Bouchaud Marc Potters
+	Random matrix theory	2016
+	Random matrix theory	2019
+	Random matrix theory	2018
+	Random matrix theory	2022
+	Recent developments in random-matrix theory	1972	Thomas A. Brody J. Flores and P.A. Mello
+	Random Matrix Theory and Applications	2014	Pragya Shukla
+ PDF Chat	Geometrical aspects of random matrices	2010	Olivier Marchal
+	Statistical theory and random matrices	1983	M. Carmeli
+	Random Matrix Theory	2020	Ariel Amir
+	Statistical Mechanics of Random Matrices	2021	Haiping Huang
+	Matrix Algebra and Random Matrices	2019	Daniel S. Wilks
+	Random matrix theory	2005	Alan Edelman N. Raj Rao
+	Introduction to Random Matrices	2018	Giacomo Livan Marcel Novaes Pierpaolo Vivo

Action	Title	Year	Authors
+	Recovering the structure of random linear graphs	2018	Israel Rocha Jeannette Janssen Nauzer Kalyaniwalla
+	Eigenvectors of random matrices: A survey	2016	Sean O’Rourke Van Vu Ke Wang
+	Approximating the Determinant of Well-Conditioned Matrices by Shallow Circuits	2019	Enric Boix-Adserà Lior Eldar Saeed Mehraban
+	Sampling the eigenvalues of random orthogonal and unitary matrices	2021	Massimiliano Fasi Leonardo Robol
+	Smith normal form in combinatorics	2016	Richard P. Stanley
+ PDF Chat	Invertibility of sparse non-Hermitian matrices	2017	Anirban Basak Mark Rudelson
+ PDF Chat	Random matrices: tail bounds for gaps between eigenvalues	2016	Hoi H. Nguyen Terence Tao Van Vu
+ PDF Chat	Power-law random banded matrices and ultrametric matrices: Eigenvector distribution in the intermediate regime	2018	E. Bogomolny Martin Sieber
+ PDF Chat	Resolving Matrix Spencer Conjecture up to Poly-Logarithmic Rank	2024	Nikhil Bansal Haotian Jiang Raghu Meka
+	Recovering the Structure of Random Linear Graphs	2017	Israel Rocha Jeannette Janssen Nauzer Kalyaniwalla

Action	Title	Year	Authors