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Control and long time dynamics of evolutionary partial differential equations

Organizer(s):
Name:	Affiliation:	Country:
LOUIS TEBOU	Florida International University	USA
Luz de Teresa	Instituto de Matemáticas, UNAM, Mexico City	Mexico

Abstract:

This session is centered around problems of control and long time dynamics of evolutionary distributed systems. Its purpose is to stimulate more discussion on those topics in order to further our understanding of some of the challenges posed by systems that describe natural phenomena. Our focus will be on the rigorous mathematical analysis of such systems, and involves well-posedness, controllability, stabilization, as well as existence, regularity, and dimensions of underlying attractors.

List of approved abstract
Name	Affiliation	Title
Sergei Avdonin	University of Alaska Fairbanks	Controllability of Telegrapher`s Equations on Graphs
Lorena Bociu	NC State University	Analysis of Nonlinear Poro-Visco-Elastic Models
Marcelo M Cavalcanti	State University of Maringa	ASYMPTOTIC STABILITY FOR THE WAVE EQUATION WITH SUPER CRITICAL SEMI-LINEARITIES AND LOCALLY DISTRIBUTED NONLINEAR CRITICAL DAMPING TERMS
Valeria N Domingos Cavalcanti	State University of Maringa	Stabilization for a transmission problem of the viscoelastic semilinear wave equation
Julian Edward	Florida International University	Vector-valued divided differences and applications
Ciprian Gal	Florida International University	Carleman Inequalities for Wave Equations with Oscillatory Boundary Conditions and Application
Jeff Park	University of Alaska Fairbanks	Control and Identification Problem for the Schrodinger Equation with Matrix Potential
Ademir Pazoto	Federal University of Rio de Janeiro	Controllability of a model system for strong interaction between internal solitary waves
hamidou tembine	NYU	Hierarchical mean-field-type games in distributed power networks