activity
20192026
most citedARKODE: a flexible IVP solver infrastructure for one-step methods

23 citations · 23 across the 4 of their papers we have counts for

collaborators

7 papers

math.NA2026

A Tensor-Train Discontinuous Galerkin Method for the Vlasov-Maxwell System

Rujeko Chinomona, Dibyendu Adak, William J. Barham +4

We present a tensor-train discontinuous Galerkin (TT-DG) formulation for the Vlasov--Maxwell system that combines a modal DG discretization with low-rank tensor representations of…

math.NA2025

Space-Time Spectral Collocation Tensor-Network Approach for Maxwell's Equations

Dibyendu Adak, Rujeko Chinomona, Duc P. Truong +3

In this work, we develop a space--time Chebyshev spectral collocation method for three-dimensional Maxwell's equations and combine it with tensor-network techniques in Tensor-Train…

math.NA2023

Moment Methods for Advection on Networks and an Application to Forest Pest Life Cycle Models

Rujeko Chinomona, Kiera Kean, Benjamin Seibold +1

This paper develops low-dimensional moment methods for advective problems on networks of domains. The evolution of a density function is described by a linear advection-diffusion-r…

cs.MS2022★ 23 cited

ARKODE: a flexible IVP solver infrastructure for one-step methods

Daniel R. Reynolds, David J. Gardner, Carol S. Woodward +1

We describe the ARKODE library of one-step time integration methods for ordinary differential equation (ODE) initial-value problems (IVPs). In addition to providing standard explic…

math.NA2021

Multirate Exponential Rosenbrock Methods

Vu Thai Luan, Rujeko Chinomona, Daniel R. Reynolds

In this paper we propose a novel class of methods for high order accurate integration of multirate systems of ordinary differential equation initial-value problems. The proposed me…

math.NA2020

Implicit-explicit multirate infinitesimal GARK methods

Rujeko Chinomona, Daniel R. Reynolds

This work focuses on the development of a new class of high-order accurate methods for multirate time integration of systems of ordinary differential equations. Unlike other recent…