activity
19992005
most citedNoise induced dissipation in Lebesgue-measure preserving maps on dimensional torus

4 citations · 14 across the 9 of their papers we have counts for

collaborators

11 papers

quant-ph2005

Time Reversal Communication in Multi-Path Fading Channels with Pinholes

Albert Fannjiang

The paper presents an analysis of the time reversal in multi-path Rayleigh-fading channels with inputs (transmitters) and outputs (receivers). The main issues addressed are…

physics.class-ph2005

Time Reversal of Broadband Signals in a Strongly Fluctuating MIMO Channel: Stability and Resolution

Albert Fannjiang

We analyze the time reversal of a multiple-input-multiple-output (MIMO) system in a space-frequency-selective multi-path fading channel described by the stochastic Schrödinger equa…

math.AP20051 cited

Quenching of Reaction by Cellular Flows

A. Fannjiang, A. Kiselev, L. Ryzhik

We consider a reaction-diffusion equation in a cellular flow. We prove that in the strong flow regime there are two possible scenario for the initial data that is compactly support…

math-ph2004

Relaxation Time of Quantized Toral Maps

A. Fannjiang, S. Nonnenmacher, L. Wolowski

We introduce the notion of the relaxation time for noisy quantum maps on the 2d-dimensional torus - a generalization of previously studied dissipation time. We show that relaxation…

math-ph20032 cited

Self-Averaged Scaling Limits for Random Parabolic Waves

Albert C. Fannjiang

We consider 6 types of scaling limits for the Wigner-Moyal equation of the parabolic waves in random media, the limiting cases of which include the radiative transfer limit, the di…

math-ph2003

Scaling Limits for Beam Wave Propagation in Atmospheric Turbulence

Albert Fannjiang, Knut Solna

We prove the convergence of the solutions of the parabolic wave equation to that of the Gaussian white-noise model widely used in the physical literature. The random medium is isot…