Computing Riemann theta functions. - Bernard Deconinck; Matthias Heil; Alexander I. Bobenko; Mark van Hoeij; Markus Schmies (Math. Comput., 2004)

Deployment of Parallel Direct Sparse Linear Solvers within a Parallel Finite Element Code. - A. N. F. Klimowicz; Milan D. Mihajlovic; Matthias Heil (Parallel and Distributed Computing and Networks, 2006)

An efficient preconditioner for monolithically-coupled large-displacement fluid-structure interaction problems with pseudo-solid mesh updates. - Richard L. Muddle; Milan D. Mihajlovic; Matthias Heil (J. Comput. Phys., 2012)

A parameter-free perfectly matched layer formulation for the finite-element-based solution of the Helmholtz equation. - Radu Cimpeanu; Anton Martinsson; Matthias Heil (J. Comput. Phys., 2015)

Efficient Block Preconditioning for a C1 Finite Element Discretization of the Dirichlet Biharmonic Problem. - Jennifer Pestana; Richard L. Muddle; Matthias Heil; Françoise Tisseur; Milan D. Mihajlovic (SIAM J. Sci. Comput., 2016)

An Adaptive Step Implicit Midpoint Rule for the Time Integration of Newton's Linearisations of Non-Linear Problems with Applications in Micromagnetics. - David Shepherd; James Miles; Matthias Heil; Milan D. Mihajlovic (J. Sci. Comput., 2019)