Equivalence of quenched and annealed averaging in models of disordered polymers

Abstract

Equivalence of the influence of quenched and annealed disorder on scaling properties of long flexible polymer chains is proved by analyzing the O(m)-symmetric field theory in polymer (de Gennes) limit m \to 0. Additional symmetry properties of the model in this limit are discussed.

References in corpus (4)

• Multifractality of self-avoiding walks on percolation clusters
• Scaling behavior of self-avoiding walks on percolation clusters
• Walking on fractals: diffusion and self-avoiding walks on percolation clusters
• Universal features of polymer shapes in crowded environment

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