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
Tadahisa Funaki
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
“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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