The aim of this paper is to study the wellposedness and L2-regularity, firstly for a linear heat equation with dynamic boundary conditions by using the approach of sesquilinear forms, and secondly for its backward adjoint equation using the Galerkin approximation and the extension semigroup to a negative Sobolev space.
Parabolic equations with dynamic boundary conditions and drift terms
A. Rhandi
2022
Abstract
The aim of this paper is to study the wellposedness and L2-regularity, firstly for a linear heat equation with dynamic boundary conditions by using the approach of sesquilinear forms, and secondly for its backward adjoint equation using the Galerkin approximation and the extension semigroup to a negative Sobolev space.File in questo prodotto:
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