The Critical Temperature of a Directed Polymer in a Random Environment

A. Camanes, S.C. Carmona

2009, v.15, №1, 105-116

ABSTRACT

In this paper, we find a necessary condition that ensures that the critical temperature of a directed polymer in a random environment is different from its lower bound obtained with the second moment method. Then we apply this criterion to the network $Z^d$ and different distributions of the environment.

Keywords: directed polymer,random environment,partition function

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