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Directed Paths in Random Media

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arxiv cond-mat/9411022 v1 pith:JWENB7FQ submitted 1994-10-31 cond-mat hep-th

classification cond-mathep-th
keywords pathsdimensionaldimensionsdirectedglasshighisingmodel
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Contents: A. Introduction B. High Temperature Expansions for the Ising Model C. Characteristic Functions and Cumulants D. The One Dimensional Chain E. Directed Paths and the Transfer Matrix F. Moments of the Correlation Function G. The Probability Distribution in Two Dimensions H. Higher Dimensions I. Random Signs J. Other Realizations of DPRM K. Quantum Interference of Strongly Localized Electrons L. The Locator Expansion and Forward Scattering Paths M. Magnetic Field Response N. Unitary Propagation O. Unitary Averages P. Summing all Paths in High Dimensions Q. The Ising Model on a Square Lattice R. Singular Behavior S. The Two Dimensional Spin Glass T. Results for the Two Dimensional Spin Glass

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Cited by 2 Pith papers

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  1. KPZ Superdiffusion of Local Correlators in Diffusive Random Quantum Circuits

    quant-ph 2026-08 conditional novelty 7.0 of 10

    The single-particle Green's function in a noisy U(1) random circuit has KPZ scaling: its spatial center wanders as t^{2/3} and its log-intensity fluctuations grow as t^{1/3}, with a weak-noise crossover time of order ...

  2. Convergence of the KMP model to the KPZ equation

    math.PR 2025-07 conditional novelty 7.0 of 10

    The KMP heat transport process converges, in a t^{3/4} scaling window, to the multiplicative-noise stochastic heat equation (the exponential of KPZ) with noise coefficient 1/(2√α).

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