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Probability Seminar: Spatial asymptotics for parabolic Anderson models

Monday, 21 October, 2013

SPEAKER: Prof. Xia Chen, UTK

ABSTRACT: Parabolic Anderson model become a hot topic again partially due to its connection to the KPZ problem. In their recent work, Conus, Joseph, Khoshnevisan and Shiu study spatial asymptotics for parabolic Anderson models with Gaussian noise which has a white time correlation factor. In their main results, the rate is correct but the constant remains identified.

Two objectives of this talk:

1. Precise spatial asymptotics.

2. The result in the case of fractional white time factors

The main tool in this work is large deviation principle.


Ayres Hall
Room 111
1403 Circle Drive
Knoxville, TN 37996

Event Contact

Phone: 974-2463

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