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oaioai:HAL:jpa-00247229v1

Stability of the Mézard-Parisi Solution for Random Manifolds

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Publication date
1 January 1996
Publisher
'EDP Sciences'
Doi

    Abstract

    The eigenvalues of the Hessian associated with random manifolds are constructed for the general case of R steps of replica symmetry breaking. For the Parisi limit R→∞ (continuum replica symmetry breaking) which is relevant for the manifold dimension D<2, they are shown to be non negative

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    HAL Descartes

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    oaioai:HAL:jpa-00247229v1
    Last time updated on 14/04/2021

    This paper was published in HAL Descartes.

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