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ansobol's profile

About me

Username:	ansobol
Name:	Andrei Sobolevskii
Job title:	Associate Professor
Affiliation:	Physics Department, M.V. Lomonossov Moscow State University
Web page:	http://www.mccme.ru/~ansobol
Joined:	2005-02-01

What I do

I teach statistical physics and probability theory at the physics department of the M.V. Lomonossov Moscow State University.

Interests

PDEs; convexity and optimization; probability theory, statistical inference; statistical physics of complex systems

Recent Activity

2009-11-06

15:49: posted An algorithm for computing cutpoints in finite metric spaces
15:48: posted A Comparison Principle for a Sobolev Gradient Semi-Flow
15:47: posted Stochastic Models for the 3x+1 and 5x+1 Problems
15:47: posted Universality in the 2D Ising model and conformal invariance of fermionic observables
15:46: posted P versus NP and geometry
15:46: posted Finite resolution dynamics
09:21: posted Extreme-Value Copulas

2009-11-05

09:09: posted Topics in coarsening phenomena
09:05: posted A simple proof that random matrices are democratic
09:04: posted Random matrix theory: Wigner-Dyson statistics and beyond. (Lecture notes of a course given at SISSA (Trieste, Italy))

2009-11-04

08:18: posted Astroinformatics: A 21st Century Approach to Astronomy

2009-11-03

15:14: posted Laws of large numbers and nearest neighbor distances
15:14: posted Free Probability Theory
15:14: posted A Thermodynamic Formalism for density matrices in Quantum Information
15:13: posted Quantum Stochastic Processes, Quantum Iterated Function Systems and Entropy
15:13: posted Entropy sensitivity of languages defined by infinite automata, via Markov chains with forbidden transitions

2009-11-02

07:37: posted On the stability of Ma\~n\'e critical hypersurfaces
07:35: posted Stationarity of SLE

2009-10-27

13:16: posted R.A.Fisher, design theory, and the Indian connection
13:15: posted Newton Revisited: An excursion in Euclidean geometry
13:14: posted Symmetry Results for classical solutions of Monge-Ampere systems on a bounded planar domain
13:11: posted On approximation of smoothing probabilities for hidden Markov models