List of Faculty in the Graduate Group in Applied Mathematics (GGAM)

GGAM comprises faculty members from departments across the campus, including its home, the Department of Mathematics. Below is a brief description of faculty research, links to personal and departmental web pages plus some "Related Courses" which can serve as a general study guideline for students interested in research with a particular faculty member. Students who want a more complete description of a faculty member's research interests are encouraged to contact them.

Choose a department below or list all faculty
Biomedical Engineering Bodega Marine Laboratory
Center for Neuroscience Chemical Engineering
Chemical Engineering and Materials Science Civil and Environmental Engineering
Computer Science Department of Pharmacology
Economics Electrical and Computer Engineering
Environmental Science and Policy Evolution and Ecology
Graduate School of Management Land, Air and Water Resources
Materials Science & Engineering Mathematics
Mechanical and Aeronautical Engineering Mechanical and Aerospace Engineering
Microbiology and Molecular Genetics Molecular and Cellular Biology
Neurobiology, Physiology and Behavior Physics

NameResearch/Related Courses
Ahn, Surl-HeeMolecular dynamics (MD) simulations as well as methods projects developing state-of-the-art enhanced sampling methods for MD simulations.
[Related Courses]
Manikantan, HarishankarHari Manikantan works on mathematical modeling of continuum mechanics, and is broadly interested in problems involving fluid dynamics, multiphase flows, elasticity, soft matter, numerical methods, rheology, biophysics, hydrodynamic stability, nonlinear dynamics, and pattern formation. His current research interests include the nonlinear rheology of fluid interfaces in lipid layers, emulsions, and foams; the configurational dynamics and stability of elastic microfilaments such as biopolymers; and the flow of non-Newtonian fluids in porous media with applications in plant vasculature.
[Related Courses]
Miller, GregMy research interests include the development of numerical methods for the solution of complex problems in engineering and science, mostly at the continuum scale; Complex rheology: multiscale and continuum methods for incompressible viscoelastic flows; Multiphase flows: compressible and incompressible flows of fluids and elastic-plastic solids in time-dependent domains, interfacial processes; Constitutive modeling: equations of state, thermodynamic modeling, symmetry invariants; and Charged systems: plasma physics, boundary charge and bilayer problems.
[Related Courses]