Jeremy Kozdon Email & Phone Number

Monterey, Ca, Us

Monterey, California, United States

As a Staff HPC Applications Engineer, I specialize in optimizing application performance and forecasting future computational needs. I lead technical efforts in business development, providing strategic direction and mentorship to junior engineers. I also offer expert technical guidance for customer engagements.

Monterey, California, United States

As an HPC Application Engineer, I worked on profiling and optimization applications for NextSilicon's accelerator. I also regularly engaged with customer meetings and training sessions.

Monterey, Ca

Monterey, Ca

I taught courses ranging from introductory calculus to high-performance computing. I researched finite difference and discontinuous Galerkin Finite Element methods for earthquake dynamics, climate modeling, and weather prediction. I implemented research findings on multi-CPU and multi-GPU machines, demonstrating versatility and adaptability across different hardware architectures.

Stanford, California, United States

Development of numerical method for computational seismology problems, particularly earthquake simulations. Specializing in treatment of boundary and interface conditions with high-order finite difference methods. Also developing a new software framework based on modern Fortran and object oriented design principles.

Stanford, California, United States

Developing advanced computational techniques for earthquake rupture simulation. Areas of research: high-order finite difference methods, wave propagation, adaptive mesh refinement, nonlinear boundary conditions, finite volume methods.

Stanford, California, United States

Instructor for Introduction to Scientific Computing. An advanced undergraduate/introductory grad class.Bulletin Description:Numerical computation for mathematical, computational, and physical sciences and engineering: numerical solution of systems of algebraic equations, least squares, quadrature, minimization of a function, banded matrices, nonlinear equations, numerical solution of ordinary and partial differential equations; truncation error, numerical stability for time dependent problems, stiffness, boundary value problems.

Stanford, California, United States

Analyzing the monotonicity of the Flux-conservative Asynchronous Time Integration methodExtended the method to problems involving more complex physics

Stanford, California, United States

Graduate student studying computational and mathematical engineering. Focus numerical methods for PDEs (mainly hyperbolic) with applications in subsurface problems.Applied fundamental numerical analysis techniques coupled with physical understanding to develop reliable simulation techniques for enhanced oil recoveryExamined the phenomena of grid orientation in petroleum engineering from a practical and mathematical viewpointDeveloped an extended well model technique to lessen the impact of perturbations for unstable reservoir flow problemsDeveloped hyperbolic transport techniques which are robust for scalar and multi-phase flow problems, particularly truly multi upwind biased method conservative finite volume and finite difference methodsDeveloped robust, relaxed volume coupling between discretized hyperbolic transport and elliptic flow equationsComputational Consulting:Participated in collaborative research meetings for problems submitted by Stanford and industrial researchersFounding member of center for Computational Approaches to Digital Stewardship (a collaboration between Stanford University and the Library of Congress)Participated in several meetings to help scope out design and implementation of the world digital libraryPerformed clustering analysis on library of congress subject headingsMade presentations to library leaders and staff

San Ramon, California, United States

See 2006 Chevron description

San Ramon, California, United States

Worked with Reservoir Simulation Research on numerical methods for transport.

San Ramon, California, United States

Worked with the reservoir simulation research team lead by Dr. Wen Chen, working directly with Dr. Brad Mallison.Scoped out frameworks and approaches to multi-D upwindingInteracted with team members to understand the needs of industry, which must be balanced with numerical analysis concernsMuch of my work at Chevron has been done in collaboration with my doctoral.

Los Alamos, New Mexico, United States

Developed and evaluated methods for simulating large systems of biochemical networks that arise in cellular signalingInvolved the development of new ODE integration methods for large sets of stiff equations

Seattle, Washington, United States

Implemented Bayesian analysis techniques for x-ray absorption dataExtended the method for use with the near edge region

Los Alamos, New Mexico, United States

Developed new representation for cell signaling cascades which included the combinatorial complexity inherent to biological cells.

Phd, Computational And Mathematical Engineering

Advisor: Professor Margot Gerritsen Thesis: Numerical Methods with Reduced Grid Dependency for Enhanced Oil Recovery

M.S, Computational And Mathematical Engineering

Bs, Physics And Computer Science

Education record