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- W2140102555 abstract "In this paper we describe two large deviation principles for the empirical process of words cut out from a random sequence of letters according to a random renewal process: one where the letters are frozen (quenched) and one where the letters are not frozen (annealed). We apply these large deviation principles to v e classes of interacting stochastic systems: interacting diusions, coupled branching processes, and three examples of a polymer chain in a random environment. In particular, we show how these large deviation principles can be used to derive variational formulas for the critical curves that are associated with the phase transitions occurring in these systems, and how these variational formulas can in turn be used to prove the existence of certain intermediate phases." @default.
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- W2140102555 date "2010-01-01" @default.
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- W2140102555 title "A Key Large Deviation Principle for Interacting Stochastic Systems" @default.
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