Articoli con mandati relativi all'accesso pubblico - Johannes TauschUlteriori informazioni
Non disponibili pubblicamente: 2
An efficient numerical method for a shape-identification problem arising from the heat equation
H Harbrecht, J Tausch
Inverse Problems 27, 065013, 2011
Mandati: German Research Foundation
The Galerkin boundary element method for transient Stokes flow
YO Choi, J Tausch
Advances in Computational Mathematics 43, 473-493, 2017
Mandati: US National Science Foundation
Disponibili pubblicamente: 11
On the numerical solution of a shape optimization problem for the heat equation
H Harbrecht, J Tausch
SIAM journal on scientific computing 35 (1), A104-A121, 2013
Mandati: German Research Foundation
Quadrature for parabolic Galerkin BEM with moving surfaces
N Manson, J Tausch
Computers & Mathematics with Applications 77 (1), 1-14, 2019
Mandati: US National Science Foundation
On the numerical solution of a time-dependent shape optimization problem for the heat equation
R Brügger, H Harbrecht, J Tausch
SIAM Journal on Control and Optimization 59 (2), 931-953, 2021
Mandati: US National Science Foundation
Nyström method for BEM of the heat equation with moving boundaries
J Tausch
Advances in Computational Mathematics 45 (5), 2953-2968, 2019
Mandati: US National Science Foundation
Adaptive quadrature rules for Galerkin BEM
J Tausch
Computers & Mathematics with Applications 113, 270-281, 2022
Mandati: US National Science Foundation
A Cartesian FMM-accelerated Galerkin boundary integral Poisson-Boltzmann solver
J Chen, J Tausch, W Geng
Journal of Computational Physics 478, 111981, 2023
Mandati: US National Science Foundation
A node elimination algorithm for cubature of high-dimensional polytopes
A Slobodkins, J Tausch
Computers & Mathematics with Applications 144, 229-236, 2023
Mandati: US National Science Foundation
A Fast Method For Computing Volume Potentials In The Galerkin Boundary Element Method In 3D Geometries
S Mohyaddin
Mandati: US National Science Foundation
Boundary integral operators for the heat equation in time-dependent domains
R Brügger, H Harbrecht, J Tausch
Integral Equations and Operator Theory 94 (2), 10, 2022
Mandati: US National Science Foundation
A shape optimization method for moving interface problems governed by the heat equation
J Lujano, J Tausch
Journal of Computational and Applied Mathematics 390, 113266, 2021
Mandati: US National Science Foundation
A fast method for evaluating Volume potentials in the Galerkin boundary element method
S Mohyaddin, J Tausch
SIAM Journal on Scientific Computing 45 (2), A480-A501, 2023
Mandati: US National Science Foundation
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