Asymptotic Behaviour of Quasi-Autonomous Dissipative Systems in Hilbert Spaces.

摘要

We study the asymptotic behaviour of the quasi-autonomous dissipative system: (du)/dt + Au such that f where A is a monotone operator in a Hilbert space H and f is an element of L/sup 1/((0, + infinity); H). (author). 28 refs. (Atomindex citation 19:059909)