January 16, 2025
10:20AM
-
11:15AM
Cockins Hall - CH212
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2025-01-16 10:20:00
2025-01-16 11:15:00
Probability Seminar - Parisa Fatheddin
Parisa FatheddinThe Ohio State UniversityTitleLarge Deviation Principle for Stochastic Navier-Stokes and Schrodinger equationsAbstractThe asymptotic behavior of stochastic Navier-Stokes and stochastic Schrodinger equations will be presented. Theorems such as large and moderate deviations as well as law of iterated logarithm and central limit theorem will be discussed. For large and moderate deviations results employ two methods: the classical Azencott method that relies on time discretization and the more modern technique weak convergence approach that was introduced in 2008. These are from joint work with Zhaoyang Qiu and Hannelore Lisei.I proudly note that the paper with H. Lisei was written by women and the editor and the anonymous reviewer were women.
Cockins Hall - CH212
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2025-01-16 10:20:00
2025-01-16 11:15:00
Probability Seminar - Parisa Fatheddin
Parisa FatheddinThe Ohio State UniversityTitleLarge Deviation Principle for Stochastic Navier-Stokes and Schrodinger equationsAbstractThe asymptotic behavior of stochastic Navier-Stokes and stochastic Schrodinger equations will be presented. Theorems such as large and moderate deviations as well as law of iterated logarithm and central limit theorem will be discussed. For large and moderate deviations results employ two methods: the classical Azencott method that relies on time discretization and the more modern technique weak convergence approach that was introduced in 2008. These are from joint work with Zhaoyang Qiu and Hannelore Lisei.I proudly note that the paper with H. Lisei was written by women and the editor and the anonymous reviewer were women.
Cockins Hall - CH212
America/New_York
public
Parisa Fatheddin
The Ohio State University
Title
Large Deviation Principle for Stochastic Navier-Stokes and Schrodinger equations
Abstract
The asymptotic behavior of stochastic Navier-Stokes and stochastic Schrodinger equations will be presented. Theorems such as large and moderate deviations as well as law of iterated logarithm and central limit theorem will be discussed. For large and moderate deviations results employ two methods: the classical Azencott method that relies on time discretization and the more modern technique weak convergence approach that was introduced in 2008. These are from joint work with Zhaoyang Qiu and Hannelore Lisei.
I proudly note that the paper with H. Lisei was written by women and the editor and the anonymous reviewer were women.
