Kris Garrett
Postdoctoral Research Associate
Los Alamos National Laboratory
ckgarrett@lanl.gov
Interests
Numerical Solutions to Kinetic Transport Equations
High Performance Computing
Numerical Linear Algebra
Computational Expertise
NVIDIA GPU Programming with CUDA
C, C++, Java, Matlab, Python
OpenMP and MPI
Papers

A Nonlinear QR Algorithm for Unstructurally Banded Nonlinear Eigenvalue Problems
C. Kristopher Garrett, Zhaojun Bai, and RenCang Li
ACM Transactions on Mathematical Software (2016)

Optimization and Large Scale Computation of an Entropy Based Moment Closure
C. Kristopher Garrett, Cory Hauck, and Judith Hill
Journal of Computational Physics (2015)

On the Eigenstructure of Spherical Harmonic Equations for Radiative Transport
C. Kristopher Garrett, and Cory D. Hauck
Computers and Mathematics with Applications (2015)

GIP Integrators for Matrix Riccati Differential Equations
C. Kristopher Garrett and RenCang Li
Applied Mathematics and Computation (2014)

A Comparison of Moment Closures for Linear Kinetic Transport Equations:
The Line Source Benchmark
C. Kristopher Garrett and Cory D. Hauck
Transport Theory and Statistical Physics (2013)

Numerical Integration of Matrix Riccati Differential Equations with
Solution Singularities
C. Kristopher Garrett
Ph.D. Dissertation (2013)

Fast Polynomial Approximations to Sine and Cosine
C. Kristopher Garrett
Technical Report (2012)
Software

Neural Decoding and Modulation in Patients with Tetraplegia
Problem 6 of the Sixteenth Mathematical and Statistical Modeling Workshop for Graduate Students
(2010)
Charles Kristopher Garrett, Matthew Labrum, Martial Longla, Guyvanie Marcias Miakonkana, Varada Sarovar, Guolin Zhao
Full Paper:
http://www.ncsu.edu/crsc/reports/ftp/pdf/crsctr1016.pdf
Software

Closures2D
Simulates explicit 2D kinetic transport solves with discrete ordinate approximations
and spherical harmonic approximations.
The spherical harmonic approximations include filtered spherical harmonics and
entropy based closures.
This code was used for A Comparison of Moment Closures for Linear Kinetic Transport Equations:
The Line Source Benchmark.

C3D2015
Implements an entropy based closure for spherical harmonics in 3D.
Used for the 3D scaling study in Optimization and Large Scale Computation of an Entropy Based Moment Closure.

Unstructured Banded Nonlinear Eigenvalue Solver
Used for A Nonlinear QR Algorithm for Unstructurally Banded Nonlinear Eigenvalue Problems.

L2 Polynomial Approximations to Sine and Cosine
Used for Fast Polynomial Approximations to Sine and Cosine.