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oaioai:stars.library.ucf.edu:scopus2015-3586

Observability Inequality Of Backward Stochastic Heat Equations For Measurable Sets And Its Applications

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Publication date
1 January 2016
Publisher
STARS
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    Abstract

    This paper aims to provide directly the observability inequality of backward stochastic heat equations for measurable sets. As an immediate application, the null controllability of the forward heat equations is obtained. Moreover, an interesting relaxed optimal actuator location problem is formulated, and the existence of its solution is proved. Finally, the solution is characterized by a Nash equilibrium of the associated game problem

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    University of Central Florida (UCF): STARS (Showcase of Text, Archives, Research & Scholarship)

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    Last time updated on 18/10/2022

    This paper was published in University of Central Florida (UCF): STARS (Showcase of Text, Archives, Research & Scholarship).

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