Cory D Hauck Applied Mathematician Contact hauckc@ornl.gov | 865.574.0730 All Publications Exascale Data Analytics for the DOE... On the eigenstructure of spherical harmonic equations for radiative transport... Convergence of filtered spherical harmonic equations for radiation transport... Optimization and Large Scale Computation of an Entropy-Based Moment Closure... Bound-preserving discontinuous Galerkin methods for conservative phase space advection in curvilinear coordinates On Cellular Automata Models of Traffic Flow with Look Ahead Potential... An asymptotic-preserving Lagrangian algorithm for the time-dependent anisotropic heat transport equation... A comparison of moment closures for kinetic transport equations: the line source benchmark... Perturbed, Entropy-Based Closure for Radiative Transfer... Radiation Transport Modeling using Extended Quadrature Method Of Moments... Adaptive change of basis in entropy-based moment closures for linear kinetic equations... A Scattering-Based Hybrid Method for Time Dependent, Linear, Kinetic Transport Equations... A Realizability-Preserving Discontinuous Galerkin Method for the $M_1$ Model of Radiative Transfer... Approximation and error estimation in high dimensional space for stochastic collocation methods on arbitrary sparse samples... High-order entropy-based closures for linear transport in slab geometry II: A computational study of the optimization proble... High-Order Entropy-Based Closures for Linear Transport in Slab Geometries... Positive $P_N$ Closures... Robust and Accurate Filtered Spherical Harmonics Expansions for Radiative Transfer... Simulating Radiative Transfer with Filtered Spherical Harmonics... Methods for Diffusive Relaxation in the $P_N$ Equations... Pagination First page « First Previous page ‹‹ Page 1 Current page 2 Key Links Curriculum Vitae Google Scholar ORCID Division Page Old Division Page Organizations Computing and Computational Sciences Directorate Computer Science and Mathematics Division Mathematics in Computation Section Multiscale Methods and Dynamics Group
