- Shape of the ground state energy density of Hill's equation with nice Gaussian potential
- A Solvable Mixed Charge Ensemble on the Line: Global Results
- Diffusion at the random matrix hard edge Jose A. Ramirez Brian Rider
- Concentration of permanent estimators for certain large matrices Shmuel Friedland Brian Rider
- Fluctuations in the Thermodynamic Limit of Focussing Cubic Schrodinger
- The noise in the circular law and the Gaussian free field Brian Rider and Balint Virag
- The general > 0 Hard Edge Diffusion at the random matrix hard edge,"
- Boulder Probability Seminar Thursday, January 27th 2-3pm, Math 350
- Perturbed Toeplitz operators and radial determinantal Torsten Ehrhardt
- Small deviations for beta ensembles Michel Ledoux Brian Rider
- Beta ensembles, stochastic Airy spectrum, and a diffusion Jose A. Ramirez Brian Rider Balint Virag
- Quantization Bounds on Grassmann Manifolds and Applications to MIMO Communications
- On the shape of the ground state eigenvalue density of a random Hill's equation
- Deviations from the Circular Law March 29, 2005
- On the -Volume Limit of the Focusing Cubic Schrdinger Equation
- A Limit Theorem at the edge of a non-Hermitian Random Matrix Ensemble
- The Riccati map in Random Schrodinger and Random Matrix Theory
- Complex determinantal processes and H1 Brian Rider and Balint Virag
- Janossy densities for Unitary ensembles at the spectral edge Brian Rider
- Order Statistics and Ginibre's Ensembles August 30, 2004
- Parabolic Behavior of a Hyperbolic Delay Equation Thomas Laurent, B. Rider, Michael Reed1
- The Effect of Finite Rate Feedback on CDMA Signature Optimization and MIMO Beamforming
- Gaussian fluctuations for non-Hermitian random matrix B. Rider Jack W. Silverstein
- The general > 0 Soft Edge "Beta ensembles, stochastic Airy spectrum, and a diffusion,"
- Hard edge tail asymptotics Jose A. Ramirez
- Erratum: Diffusion at the random matrix hard edge Jose A. Ramirez Brian Rider
- Boulder Probability Seminar Thursday, January 19th 3-4pm, Math 350
- MATH 6534 -ASSIGNMENT 4 1. Suppose Xn X and Yn c (a constant) show that Xn +Yn X +c and YnXn cX.
- Math 4001, Spring 2012 Test 1 Your name is
- Monday Tuesday Wednesday Thursday Friday Kenigson Hartman Hartman Mesa Kenigson
