Analysis Seminar

Fractional diffusion limit of a linear kinetic transport equation in a bounded domain

Pedro Aceves- Sanchez, Department of Mathematics, University of Arizona

Introduction to First order Mean Field Games with State Constraints

Rossana Capuani, Department of Mathematics, University of Arizona

Wave turbulence; its natural asymptotic closure plus many challenges that are still open

Alan Newell, Mathematics Department, University of Arizona

Order parameter equations for patterns; their universality, their defects and open challenges

Alan Newell, Mathematics Department, University of Arizona

Traveling Wave Solutions to the Keller-Segel-FKPP equation with Strong Chemotaxis

Max Rezek, Department of Mathematics, University of Arizona

The Weighted Birkhoff Average as an Efficient Test for Chaos

James Meiss, Department of Applied Mathematics, UC Boulder

Integrability and Inverse Scattering in the Nonlinear Schrödinger Equation

Ilya Kuk, Program in Applied Mathematics, University of Arizona

Yang-Mills-Higgs Equations on Orbifolds

Nick Ercolani, Department of Mathematics, University of Arizona

The Symplectic Structure for Renormalization of Circle Diffeomorphisms with Breaks

  Konstantin Khanin, Department of Mathematics, University of Toronto, Canada

Some thoughts about Nash inequalities

Chris Henderson, Department of Mathematics, University of Arizona