Tadahisa Funaki Funaki Lectures on Random Interfaces

Lectures on Random Interfaces

von Tadahisa Funaki

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Beschreibung

Shows that the microscopic point of view is useful in choosing a real minimizer of a variational problem that determines an interface shape
Is the first book to discuss the stochastic extension of the Sharp interface limit for non-random PDEs

Is one of the few books dealing with the KPZ equation, a recent hot topic in probability theory

Shows that the microscopic point of view is useful in choosing a real minimizer of a variational problem that determines an interface shape Is the first book to discuss the stochastic extension of the Sharp interface limit for non-random PDEs Is one of the few books dealing with the KPZ equation, a recent hot topic in probability theory

Autor*in

Tadahisa Funaki

Themen in »Lectures on Random Interfaces«

Scaling limits for pinned interface model Dynamic Young diagrams Introduction to stochastic partial differential equations Sharp interface limit for stochastic Allen--Cahn equations Kardar--Parisi--Zhang equation partial differential equations

Stimmen zu »Lectures on Random Interfaces«

“The book at hand discusses various aspects of random interfaces, both in static and in dynamic settings, from various points of view. … the book may serve as a good introductory text to several aspects of random interfaces.” (Leonid Petrov, Mathematical Reviews, February, 2018)
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Details

ISBN: 9789811008498
Verlag: Springer Singapore
Erscheinung: 27.12.2016

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