Articles with public access mandates - Donald EstepLearn more
Not available anywhere: 8
Adjoint-based accelerated adaptive refinement in frequency domain 3-D finite element method scattering problems
JJ Harmon, C Key, D Estep, T Butler, BM Notaroš
IEEE Transactions on Antennas and Propagation 69 (2), 940-949, 2020
Mandates: US Department of Defense
Adjoint sensitivity analysis for uncertain material parameters in frequency-domain 3-D FEM
JJ Harmon, C Key, D Estep, T Butler, BM Notaroš
IEEE Transactions on Antennas and Propagation 69 (10), 6669-6679, 2021
Mandates: US Department of Defense
A posteriori element-wise error quantification for fem solvers using higher order basis functions
C Key, A Smull, BM Notaroš, D Estep, T Butler
2018 IEEE International Symposium on Antennas and Propagation & USNC/URSI …, 2018
Mandates: US Department of Defense
Error estimation and uncertainty quantification based on adjoint methods in computational electromagnetics
BM Notaroš, J Harmon, C Key, D Estep, T Butler
2019 IEEE International Symposium on Antennas and Propagation and USNC-URSI …, 2019
Mandates: US Department of Defense
Adjoint-based uncertainty quantification in frequency-domain double higher-order FEM
J Harmon, C Key, BM Notaroš, D Estep, T Butler
2019 International Applied Computational Electromagnetics Society Symposium …, 2019
Mandates: US Department of Defense
A Stochastic Inverse Problem for Multiscale Models
N Panda, T Butler, D Estep, L Graham, C Dawson
International Journal for Multiscale Computational Engineering 15 (3), 2017
Mandates: US National Science Foundation, US Department of Energy
Adaptive error control during gradient search for an elliptic optimization problem
D Estep, S Lee
Applicable Analysis 92 (7), 1434-1448, 2013
Mandates: US National Institutes of Health
On a Perturbation Method for Stochastic Parabolic PDE
DJ Estep, PL Polyakov
Communications in Mathematics and Statistics 3, 215-226, 2015
Mandates: US Department of Energy
Available somewhere: 39
A measure-theoretic computational method for inverse sensitivity problems I: Method and analysis
J Breidt, T Butler, D Estep
SIAM journal on numerical analysis 49 (5), 1836-1859, 2011
Mandates: US National Institutes of Health
A computational measure theoretic approach to inverse sensitivity problems II: A posteriori error analysis
T Butler, D Estep, J Sandelin
SIAM journal on numerical analysis 50 (1), 22-45, 2012
Mandates: US National Institutes of Health
A measure-theoretic computational method for inverse sensitivity problems III: Multiple quantities of interest
T Butler, D Estep, S Tavener, C Dawson, JJ Westerink
SIAM/ASA Journal on Uncertainty Quantification 2 (1), 174-202, 2014
Mandates: US National Institutes of Health
Definition and solution of a stochastic inverse problem for the Manning’sn parameter field in hydrodynamic models
T Butler, L Graham, D Estep, C Dawson, JJ Westerink
Advances in water resources 78, 60-79, 2015
Mandates: US Department of Energy, US National Institutes of Health
A posteriori error analysis of IMEX multi-step time integration methods for advection–diffusion–reaction equations
JH Chaudhry, D Estep, V Ginting, JN Shadid, S Tavener
Computer Methods in Applied Mechanics and Engineering 285, 730-751, 2015
Mandates: US Department of Energy, US National Institutes of Health
Blockwise adaptivity for time dependent problems based on coarse scale adjoint solutions
V Carey, D Estep, A Johansson, M Larson, S Tavener
SIAM Journal on Scientific Computing 32 (4), 2121-2145, 2010
Mandates: Swedish Research Council
A posteriori analysis of a multirate numerical method for ordinary differential equations
D Estep, V Ginting, S Tavener
Computer Methods in Applied Mechanics and Engineering 223, 10-27, 2012
Mandates: US National Institutes of Health
A posteriori error analysis of two-stage computation methods with application to efficient discretization and the parareal algorithm
JH Chaudhry, D Estep, S Tavener, V Carey, J Sandelin
SIAM journal on numerical analysis 54 (5), 2974-3002, 2016
Mandates: US National Science Foundation, US Department of Energy, US National …
Parameter estimation and prediction for groundwater contamination based on measure theory
SA Mattis, TD Butler, CN Dawson, D Estep, VV Vesselinov
Water Resources Research 51 (9), 7608-7629, 2015
Mandates: US Department of Energy
A posteriori error estimation for the Lax–Wendroff finite difference scheme
JB Collins, D Estep, S Tavener
Journal of computational and applied mathematics 263, 299-311, 2014
Mandates: US National Institutes of Health
A posteriori error estimates for mixed finite element and finite volume methods for parabolic problems coupled through a boundary
T Arbogast, D Estep, B Sheehan, S Tavener
SIAM/ASA Journal on Uncertainty Quantification 3 (1), 169-198, 2015
Mandates: US Department of Energy, US National Institutes of Health
A posteriori error analysis for finite element methods with projection operators as applied to explicit time integration techniques
JB Collins, D Estep, S Tavener
BIT Numerical Mathematics 55 (4), 1017-1042, 2015
Mandates: US Department of Energy, US National Institutes of Health
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