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Gerard Ben Arous

Professor of Mathematics

1982 …2019
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Mathematics

Spin Glass
Large Deviations
Trap
Large Deviation Principle
Random Matrices
Langevin Dynamics
Converge
Random walk
Galton-Watson Tree
Eigenvalue
Energy Model
Sample Covariance Matrix
Model
Rate Function
Universality
Biased
Mean-field Model
Mean Field
Survival Probability
Scaling Limit
Brownian motion
Time Scales
Glauber Dynamics
Limit Laws
Largest Eigenvalue
Empirical Measures
Random Environment
Potential Theory
Fluctuations
Asymptotic Behavior
Statistics
High-dimensional
Empirical Process
Estimate
Probabilistic Approach
Hitting Time
Extreme Values
Ising Model
Infinity
Arc-sine Law
Subordinator
Random Matrix Theory
Homogenization
Long-time Behavior
Diffusivity
Brownian Excursion
Diverge
Limiting Distribution
Law of large numbers
Simple Random Walk

Business & Economics

Large deviations
Random walk
Eigenvalues