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Asymptotic Behavior Of A Class Of Spdes, Parisa Fatheddin
Asymptotic Behavior Of A Class Of Spdes, Parisa Fatheddin
Doctoral Dissertations
We establish the large and moderate deviation principles for a class of stochastic partial differential equations with a non-Lipschitz continuous coefficient. As an application we derive these principles for an important population model, Fleming-Viot Process. In addition, we establish the moderate deviation principle for another classical population model, super-Brownian motion.