In this article we examine some properties of the solutions of the parabolic Anderson model. In particular we discuss intermittency\r\nof the field of solutions of this random partial differential equation, when it occurs and what the field looks like when intermittency\r\ndoesn�t hold. We also explore the behavior of a polymer model created by a Gibbs measure based on solutions to the parabolic\r\nAnderson equation.
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