# Differential Equations and Applied Math Seminar

### The DEAM seminar to resume Spring 2019

**Day: Every Friday**

Time: 11 am- noon

Location: TBA

Time: 11 am- noon

Location: TBA

The Differential Equations and Applied Math Seminar is a seminar for those interested in Differential Equations, Mathematical Modeling, both Numerical Analysis and Simulation, both Computational and Theoretical Statistics, as well as other interdisciplinary work of an applied nature. The speaker's topics are not restricted to their own work, as this seminar is a platform for presenting details of Mathematics of interest. Interested Faculty, Graduate Students, and advanced Undergraduates are encouraged to attend.

### Spring 2018

- Jan 26:
**Ray Treinen**, Texas State University, Free-discontinuity problems - Feb 2:
**Ray Treinen**, Texas State University, Segmentation problems - Feb 9:
**Ray Treinen**, Texas State University, Segmentation problems, part 2 - Feb 16:
**Ray Treinen**, Texas State University, Segmentation problems, part 3 - Feb 23:
**Ray Treinen**, Texas State University, Segmentation problems, part 4 - March 2:
**Thomas I. Vogel**, Texas A & M, Stability of Capillary Surfaces - March 9:
**No Seminar** - March 16:
**Spring Break** - March 23:
**Ray Treinen**, Texas State University, Segmentation problems, part 5 - March 30:
**Henry Ickes**, Texas State University, A Solid Object Floating in a Bath of Three Fluids - April 6:
**Ray Treinen**, Texas State University, Free discontinuity problems with Applications to Fracture Mechanics 1 - April 13:
**Ray Treinen**, Texas State University, Free discontinuity problems with Applications to Fracture Mechanics 2 - April 20:
**Ray Treinen**, Texas State University, Free discontinuity problems with Applications to Fracture Mechanics 3 - April 27:
**Chunmei Wang**, Texas State University, Primal-Dual Weak Galerkin Finite Element Methods for PDEs

### Fall 2017

- Sep 8:
**Ray Treinen**, Texas State University, A recap of general results pertaining to Γ-convergence - Sep 15:
**Ray Treinen**, Texas State University, Γ-convergence topics I - Sep 22:
**Ray Treinen**, Texas State University, Γ-Convergence Topics II - Sep 29:
**Ray Treinen**, Texas State University, Γ-convergence topics III - Oct 6:
**Ray Treinen**, Texas State University, Γ-convergence topics IV - Oct 13:
**Ray Treinen**, Texas State University, Γ-convergence topics V - Oct 20:
**Ray Treinen**, Texas State University, Γ-convergence topics VI - Oct 27:
**Ray Treinen**, Texas State University, Γ-convergence topics VII - Nov 3:
**Bahaudin Hashmi**, Texas State University, Nanoscale Patterns in Ion Bombardment of Binary Planar Surfaces - Nov 10: Graduate Open House
- Nov 17:
**Ray Treinen**, Texas State University, Γ-convergence topics VIII - Nov 24:
**Thanksgiving Break** - Dec 1:
**Chunmei Wang**, Texas State University, Weak Galerkin Finite Element Methods for Partial Differential Equations

### Spring 2017

- Jan 27:
**Ray Treinen**, Texas State University, Sets of finite perimeter for the equilibrium state of three immiscible fluids VIII. - Feb 3:
**Ray Treinen**, Texas State University, Sets of finite perimeter for the equilibrium state of three immiscible fluids IX. - Feb 10:
**Chunmei Wang**, Texas State University, Weak Galerkin Finite Element Method (WG-FEM) - Feb 17:
**Ray Treinen**, Texas State University, An introduction to Γ-convergence, part I - Feb 24:
**No Seminar** - Mar 3:
**Ray Treinen**, Texas State University, An introduction to Γ-convergence, part II - Mar 10:
**No Seminar** - Mar 17:
**No Seminar** - Mar 24:
**Ray Treinen**, Texas State University, An introduction to Γ-convergence, part III - Mar 31:
**Ray Treinen**, Texas State University, An introduction to Γ-convergence, part IV - Apr 7:
**Ray Treinen**, Texas State University, An introduction to Γ-convergence, part V - Apr 14:
**No Seminar** - Apr 21:
**Nasrin Sultana**, Texas State University, Bounded Solution of a Volterra Integro-differential Equation - Apr 28:
**Julio Dix & Ray Treinen**, Texas State University, An introduction to Γ-convergence, part VI