| Introductions | (Room 235) | |
| 8:45-9:00 | Marisa Kelly, Dean of CAS & McQuinn Distinguished Chair John Kemper, Mathematics Department Chair Patrick Van Fleet, Director of Center for Applied Mathematics | |
| Plenary Talk | (Room 235) | 9:00-9:50 | Mitchell Luskin University of Minnesota Numerical Analysis Challenges for the Quasicontinuum Method |
| 10:00-10:20 | Coffee Break | |
| Session 1A (Room 235) | Session 2A (Room 238) | |
| Chair: Greg Fasshauer | Chair: Magda Stolarska | |
| 10:20-10:45 | Fritz Keinert Iowa State University Multiwavelets on a Finite Interval |
Hailiang Liu Iowa State University The Direct Discontinuous Galerkin (DDG) Methods for Diffusion Problems |
| 10:50-11:15 | Mikhail Shvartsman University of St. Thomas Modeling Delay in Spiking Neurons |
Zhongming Wang Iowa State University A Field Space-Based Level Set Method for Computing Multi-Valued Solutions to 1D Euler-Poisson Equations |
| 11:20-11:45 | Bruce Wade University of Wisconsin-Milwaukee Exponential Time Differencing for Nonlinear Reaction-Diffusion Systems- Theory and Algorithms |
Pavel Bělík University of St. Thomas Deformations of Heat-Shrinkable Thin Films |
| 11:50-12:15 | Britta Janssen University of Wisconsin-Milwaukee Exponential Time Differencing for Nonlinear Reaction-Diffusion Systems-Algorithms and Implementation |
Xu Sun Department of Illinois Institute of Technology A Spectrally Accurate Boundary Integral Method for Two-Dimensional Stokes Flows |
| 12:15-1:50 | Lunch | |
| Session 1B (Room 235) | Session 2B (Room 238) | |
| Chair: Fritz Keinert | Chair: David Voss | |
| 1:50-2:15 | Kendall Atkinson University of Iowa A Spectral Method for Elliptic Equations: The Dirichlet Problem |
Andreas Kleefeld University of Wisconsin-Milwaukee Inverse scattering of sound-soft obstacles in 3D |
| 2:20-2:45 | Mazen Zarrouk University of Wisconsin-Milwaukee Convergence Analysis of Truncated Incomplete Hessian Newton Minimization |
Greg Fasshauer Illinois Institute of Technology On the Solution of Ill-Conditioned Symmetric Positive Definite Systems of Linear Equations with an Application to RBF Interpolation |
| 2:50-3:15 | Adrian Sescu MIME Department, University of Toledo, Ohio On the Numerical Anisotropy of Isotropic Wave-like Partial Differential Equations |
James Hurt Enventive Engineering Eight Bit Floating Point |
| 3:15-3:30 | Coffee Break | |
| Session 1C (Room 235) | Session 2C (Room 238) | |
| Chair: Bruce Wade | Chair: Kendall Atkinson | |
| 3:30-3:55 | Laurent Jay University of Iowa A new class of curve search methods in nonlinear optimization |
Magda Stolarska University of St. Thomas Modeling Growing Viscoelastic Tissues: Numerical Aspects |
| 4:00-4:25 | David Voss Western Illinois University MIME Runge-Kutta methods for Time-Dependent PDEs |
Dexuan Xie University of Wisconsin-Milwaukee An Efficient Parallel Algorithm for a General Blood-Tissue Transport and Metabolism Model Governed by a System of Nonlinear Hyperbolic Equations |
| 4:30-4:55 | Haseena Ahmed Iowa State University Alternating Evolution schemes for hyperbolic conservation laws |
Youngmok Jeon Ajou University, Korea; Visiting at UMN, Twin Cities The cell boundary element method |
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