A unified observability result for non-autonomous observation problems
Fabian Gabel, Albrecht Seelmann
TL;DR
This paper presents a comprehensive observability result for non-autonomous observation problems in Banach spaces, extending previous results with a streamlined proof based on the Lebeau-Robbiano strategy.
Contribution
It introduces a unified observability theorem for non-autonomous systems in Banach spaces, broadening the scope of prior results with a simplified proof approach.
Findings
Unified observability result for non-autonomous systems
Extension of previous results in Banach spaces
Streamlined proof using Lebeau-Robbiano strategy
Abstract
A final-state observability result in the Banach space setting for non-autonomous observation problems is obtained that covers and extends all previously known results in this context, while providing a streamlined proof that follows the established Lebeau-Robbiano strategy.
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