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ORCIDNumerische Mathematik, Volume 145
Volume 145, Number 1, May 2020
- Lars Diening
, Massimo Fornasier, Roland Tomasi, Maximilian Wank:
A Relaxed Kačanov iteration for the p-poisson problem. 1-34 - François Bouchut, Christophe Chalons, Sébastien Guisset:
An entropy satisfying two-speed relaxation system for the barotropic Euler equations: application to the numerical approximation of low Mach number flows. 35-76 - Jingwei Hu, Xiaodong Huang:
A fully discrete positivity-preserving and energy-dissipative finite difference scheme for Poisson-Nernst-Planck equations. 77-115 - Shuhuang Xiang, Guidong Liu:
Optimal decay rates on the asymptotics of orthogonal polynomial expansions for functions of limited regularities. 117-148 - Alexander N. Malyshev, Miloud Sadkane:
Computing the distance to continuous-time instability of quadratic matrix polynomials. 149-165 - Hongtao Chen, Jingjing Mao, Jie Shen:
Optimal error estimates for the scalar auxiliary variable finite-element schemes for gradient flows. 167-196 - Gabriel R. Barrenechea, Fabrice Jaillet, Diego Paredes, Frédéric Valentin:
The multiscale hybrid mixed method in general polygonal meshes. 197-237
Volume 145, Number 2, June 2020
- Herbert Egger, Bogdan Radu:
A mass-lumped mixed finite element method for acoustic wave propagation. 239-269 - Maurizio Falcone, Giulio Paolucci, Silvia Tozza:
Convergence of adaptive filtered schemes for first order evolutionary Hamilton-Jacobi equations. 271-311 - Thomas Führer, Norbert Heuer, Francisco-Javier Sayas:
An ultraweak formulation of the Reissner-Mindlin plate bending model and DPG approximation. 313-344 - Wang Kong, Zhongyi Huang:
Transparent boundary conditions and numerical computation for singularly perturbed telegraph equation on unbounded domain. 345-382 - Marko Lange, Shin'ichi Oishi:
A note on Dekker's FastTwoSum algorithm. 383-403 - Klas Modin, Olivier Verdier:
What makes nonholonomic integrators work? 405-435 - Hao Li, Xiangxiong Zhang:
On the monotonicity and discrete maximum principle of the finite difference implementation of \(C^0\) - \(Q^2\) finite element method. 437-472
Volume 145, Number 3, July 2020
- José A. Carrillo, Francis Filbet, Markus Schmidtchen:
Convergence of a finite volume scheme for a system of interacting species with cross-diffusion. 473-511 - Constantin Christof, Christof Haubner:
Finite element error estimates in non-energy norms for the two-dimensional scalar Signorini problem. 513-551 - Marlis Hochbruck, Jan Leibold, Alexander Ostermann:
On the convergence of Lawson methods for semilinear stiff problems. 553-580 - Bastian Harrach, Tim Jahn, Roland Potthast:
Beyond the Bakushinkii veto: regularising linear inverse problems without knowing the noise distribution. 581-603 - Kaname Matsue, Akitoshi Takayasu:
Numerical validation of blow-up solutions with quasi-homogeneous compactifications. 605-654 - Martin Eigel, Manuel Marschall, Max Pfeffer, Reinhold Schneider:
Adaptive stochastic Galerkin FEM for lognormal coefficients in hierarchical tensor representations. 655-692 - Bangti Jin, Zhi Zhou:
Incomplete iterative solution of subdiffusion. 693-725
Volume 145, Number 4, August 2020
- Cung The Anh, Tran Minh Nguyet:
Discontinuous Galerkin approximations for an optimal control problem of three-dimensional Navier-Stokes-Voigt equations. 727-769 - Robert J. Berman:
The Sinkhorn algorithm, parabolic optimal transport and geometric Monge-Ampère equations. 771-836 - Juan Pablo Borthagaray, Ricardo H. Nochetto, Shawn W. Walker:
A structure-preserving FEM for the uniaxially constrained \(\mathbf{Q}\) -tensor model of nematic liquid crystals. 837-881 - Bangti Jin, Buyang Li, Zhi Zhou:
Subdiffusion with time-dependent coefficients: improved regularity and second-order time stepping. 883-913 - Claudia Schillings, Björn Sprungk, Philipp Wacker:
On the convergence of the Laplace approximation and noise-level-robustness of Laplace-based Monte Carlo methods for Bayesian inverse problems. 915-971 - Wenbin Chen, Yanqiu Wang:
\(H^1\) , \(H(\mathrm {curl})\) and \(H(\mathrm {div})\) conforming elements on polygon-based prisms and cones. 973-1004
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