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GRASP Special Seminar: Masaki Ogura, Texas Tech University, “Stability Analysis of Switched Linear Systems with Non-Traditional Switching Signals”

April 7, 2014 @ 2:00 pm - 3:00 pm

Abstract: The talk presents my recent research on the stability analysis of
switched systems, which are a class of dynamical systems whose
dynamics can abruptly change. Examples include the control of systems
over unreliable networks or with a failure-prone controller. In this
talk I will discuss a fundamental property called stability of
switched linear systems. I will in particular focus on the case when
switching is modeled by non-traditional stochastic processes, in
particular, by non-Markovian processes.


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Masaki Ogura is a Ph.D. candidate in applied mathematics at Texas Tech
University. His primary research area is systems and control theory
and his research interests include switching systems,
infinite-dimensional systems, and signal processing. He is presently
working on an application of switching systems to reliability theory.
He obtained his Master’s degree in Informatics from Kyoto University,
Japan, in 2009.


April 7, 2014
2:00 pm - 3:00 pm
Event Category: