XI Americas Conference on Differential Equations and Nonlinear Analysis
Speakers
Details
We invite you to participate in the 11th Americas Conference on Differential Equations and Nonlinear Analysis (Americas XI) at the University of Alberta in Edmonton, from August 12-19, 2017. The XI Americas Conference brings together mathematicians from throughout the Americas to share their recent research findings, to assess recent research developments, to identify new research directions, and to strengthen existing and foster new collaborations in the broad field of differential equations and nonlinear analysis. The Americas Conference on Differential Equations and Nonlinear Analysis (Americas Conference) was initiated in 1994 to facilitate collaboration among researchers from Latin America, USA and Canada in this area of Mathematics. This conference series is a well-established forum for mathematics with applications ranging from natural and social sciences to engineering. From its inception, the conference has striven to promote collaborative scientific networks, to emphasize high standards of research, and to welcome young mathematicians from the Americas into the broader scientific community.
Confirmed speakers:
The George R. Sell Lecture:
John Mallet-Paret (Brown)
Plenary Lectures:
Julien Arino (Manitoba), Meta-Population Mdels of Spread of Infectious Diseases in Discrete Space
Alexandre de Carvalho (Sao Carlos), Non-Autonomous Morse-Smale Dynamical Systems: Structural Stability under Non-Autonomous Perturbations
David Damanik (Rice), The KdV Equation with Almost Periodic Initial Data
Manuel de Pino (Chile), Blow-up by Bubbling in Some Critical Parabolic Equations
Renato Iturriaga (Mexico), TBA
Jean-Philippe Lessard (Laval), Rigorously Verified Computing for Infinite Dimensional Nonlinear Dynamics: a Functional Analytic Approach
Weishi Liu (Kansas), Dynamics of Poisson-Nernst-Planck Systems and Ion Channel Problems
Kening Lu (Brigham Young), TBA
Robert McCann (Toronto), TBA
Peter Miller (Michigan), Singular Limits for Integrable Nonlinear Wave Equations
Mayra Nunez Lopez (UNAM), Transmission Dynamics of Two Dengue Serotypes with Vaccination Scenarios
Robert Pego (Carnegie Mellon), TBA
Mason Porter (UCLA), TBA
Genevieve Raugel (Paris-Sud), Dynamics of the Weakly Damped Focusing Subcritical Klein-Gordon Equation
Nicolas Saintier (Buenos Aires), TBA
Wilhelm Schlag (Chicago), TBA
Wenxian Shen (Auburn), Front Propagation Dynamics in Chemotaxis Models with Logistics Source on RN
Lai-Sang Young (Courant Institute), Capturing Dynamical Complexity