We give an existence and uniqueness result for an evolution equation ut + Au = f, with suitable boundary data and where A is a strictly monotone operator, in a non-cylindrical domain.
An existence result for evolution equations in non-cylindrical domains
PARONETTO, FABIO
2013
Abstract
We give an existence and uniqueness result for an evolution equation ut + Au = f, with suitable boundary data and where A is a strictly monotone operator, in a non-cylindrical domain.File in questo prodotto:
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