Critical properties of a three dimensional p-spin model

Abstract

In this paper we study the critical properties of a finite dimensional generalization of the p-spin model. We find evidence that in dimension three, contrary to its mean field limit, the glass transition is associated to a diverging susceptibility (and correlation length).

6 Pages, 12 Figures

Cited by in corpus (9)

• Violation of the fluctuation-dissipation theorem in glassy systems: basic notions and the numerical evidence
• Random Pinning Glass Model
• The Gardner transition in finite dimensions
• Glassy dynamics as a melting process (On melting dynamics and the glass transition, Part II)
• Droplets and the configurational entropy crisis for random first order transitions
• Interface free energies in p-spin glass models
• Replica method and finite volume corrections
• Possible instability of one-step replica symmetry breaking in p-spin Ising models outside mean-field theory
• Replica Symmetry Broken States of some Glass Models