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oaioai:edpsciences.org:dkey/10.1051/mmnp/2019033

On integrability and exact solvability in deterministic and stochastic Laplacian growth

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Publication date
14 February 2020
Publisher
EDP Sciences
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    Abstract

    We review applications of theory of classical and quantum integrable systems to the free-boundary problems of fluid mechanics as well as to corresponding problems of statistical mechanics. We also review important exact results obtained in the theory of multi-fractal spectra of the stochastic models related to the Laplacian growth: Schramm-Loewner and Levy-Loewner evolutions

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    Last time updated on 10/04/2020

    This paper was published in EDP Sciences OAI-PMH repository (1.2.0).

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