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Evan Gawlik

Headshot of Evan Gawlik
Program Years:
2010–2014
University:
Stanford University
Field of Study:
Applied Mathematics
Advisor:
Adrian Lew
Degree(s):
Ph.D. Computational and Mathematical Engineering, Stanford University, 2015
B.S. Applied and Computational Mathematics, California Institute of Technology, 2010

Practicum Experience(s)

Argonne National Laboratory (2011)

Practicum Supervisor(s):
Todd
Munson
Practicum Title:
A Linearly Constrained Augmented Lagrangian Method for PDE-Constrained Optimization

Current Status

Status:
Associate Professor, Department of Mathematics and Computer Science, Santa Clara University
Research Area:
Numerical analysis
Personal URL:
https://webpages.scu.edu/ftp/egawlik/

Annual Program Review Abstracts

Universal Meshes for Problems With Moving Boundaries (2014)
Finite Element Methods for Moving-Boundary Problems: High-Order Methods and Analysis (2013)
High-order Finite element Methods for Moving Boundary Problems (2012)
Variational integrators for incompressible fluid flow, magnetohydrodynamics, complex fluid flow, and geophysical fluid dynamics (2011)
Variational integrators for incompressible fluid flow, magnetohydrodynamics, complex fluid flow, and geophysical fluid dynamics (2010)
Structured integrators for magnetohydrodynamics and complex fluid flow (2010)