Friday, April 5 at 11:30am in the conference room

April 05, 2013 by Rashead Harper
Categories: Past Talks
Dimplekumar Chalishajar, Virginia Military Institute
Exact controllability of second order impulsive neutral differential inclusion with infinite delay in Banach spaces
ABSTRACT: Controllability is one of the fundamental tools of applied differential equations and differential inclusions. I will discuss about the exact controllability of second order impulsive neutral differential inclusion with infinite delay in the Banach spaces. Also we will discuss the glitch in the infinite dimension space. Then I will discuss the new notion of control theory called trajectory-controllability, in finite and infinite dimension spaces. Finally the numerical estimations of the same trajectory control problem will be discussed.