25 results on '"Hochbruck, M."'
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2. A fast mollified impulse method for biomolecular atomistic simulations
3. Convergence of viscoelastic constraints to nonholonomic idealization
4. Rational approximation to trigonometric operators
5. Gauss Quadratures Associated with the Arnoldi Process and the Lanczos Algorithm
6. A parallel implementation of a two-dimensional fluid laser–plasma integrator for stratified plasma–vacuum systems
7. Three-dimensional relativistic particle-in-cell hybrid code based on an exponential integrator
8. Rational approximation to trigonometric operators
9. Numerical solution of nonlinear wave equations in stratified dispersive media
10. Analytical and numerical analysis of linear and nonlinear properties of an rf-SQUID based metasurface
11. BIT Numerical Mathematics: Editorial
12. Effect of poloidal inhomogeneity in plasma parameters on edge anomalous transport
13. One-dimensional electromagnetic relativistic PIC-hydrodynamic hybrid simulation code H-VLPL (hybrid virtual laser plasma lab)
14. Further optimized look-ahead recurrences for adjacent rows in the Pade table and Toeplitz matrix factorizations
15. The Stability of Inversion Formulas for Toeplitz Matrices
16. A unified error analysis for the numerical solution of nonlinear wave-type equations with application to kinetic boundary conditions
17. Error Analysis of Exponential Integrators for Nonlinear Wave-Type Equations
18. Error analysis for space and time discretizations of quasilinear wave-type equations
19. The Peaceman–Rachford ADI-dG method for linear wave-type problems
20. Locally Implicit Time Integration for Linear Maxwell's Equations
21. A unified error analysis for spatial discretizations of wave-type equations with applications to dynamic boundary conditions
22. On Multiscale Algorithms for Selected Applications in Molecular Mechanics
23. Eine flexible Klasse von local time stepping Verfahren
24. Positivity Preservation in the Simulation of Relativistic Laser-Plasma Interaction
25. Error analysis of implicit and exponential time integration of linear Maxwell's equations
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