Poster Session

The Poster Session, in addition to the invited and plenary lectures, will be held on Saturday evening (April 22). The details are

Location: Iowa State University Memorial Union

Address: ISU Memorial Union, Iowa State University, 2229 Lincoln Way, Ames, IA 50011-1130 

Room: SOUTH BALLROOM

Time: 5.15 pm-6.30 pm

Graduate Students, Postdocs, and Assistant Professors are strongly encouraged to give a poster presentation.

Poster Presentations

Name (Affiliation)Title
Andrew Scharf (University of California, Berkeley)Interaction Between a Fluid and a Multilayered Poroelastic Structure with Membrane
Anh Vo (University of Nebraska-Lincoln)Convergence of Nonlinear Nonlocal Advection-Diffusion models in the vanish of horizons
Animesh Biswas (University of Nebraska-Lincoln)Extension equation for fractional power of operator defined on Banach spaces
Brett Taylor Ehrman (University of Kansas)Stability of periodic traveling waves for the b-Camassa-Holm Equation
Brian B. Luczak (Vanderbilt University)The relativistic Euler equations for an ideal gas with a physical vacuum boundary
Bryanna Petentler (University of Iowa)Boundary Regularity for the Navier-Stokes Equations
Carson Givens (Iowa State University)Numerical Approximations for the Null Controllers of Structurally Damped Plate Dynamics
Dylan McKnight (University of Nebraska-Lincoln)Regularity Results and Finite Element Analysis for a Problem Arising from Fluid Structure Interaction
Isabel Safarik (University of Nebraska-Lincoln)Fractional Inviscid Regularization of the 3D Navier-Stokes Equations
Jacob Huber (Iowa State University)Qualitative Analysis of Compressible Flow-Structure Interaction with Berger/Von Karman nonlinearity
Javier Cueto Garcia (University of Nebraska-Lincoln)A nonlocal framework suitable for vari- ational analysis and solid mechanics
Jeffrey Kuan (University of California, Berkeley)Well-posedness of stochastic fluid- structure interaction systems
Madison Sheridan (Texas A&M University)Invariant-Domain-Preserving and Exactly Conservative Approximation of the Lagrangian Hydrodynamics Equations
Matthew Enlow (University of Nebraska-Lincoln)Nonlinear Calming for the 2D Kuramoto Sivashinsky Equations
Michael Pieper (University of Nebraska-Lincoln)Nonlocal Minimization Problems
Scott Scruggs (Clemson University)Recover all Coefficients in Second-Order Hyperbolic Equations from Finite Sets of Boundary Measurements
Seth Gerberding (Texas A&M University)A continuous finite element for dispersive PDEs
Varsha Singh (IIT Jodhpur)Fast Multipole Method
Yuan Yao (University of Iowa)The EFG Method for the VI-HVI of the Dynamic Signorini-Tresca Contact Problems with Friction in Elastic Materials