Research topic
Numerical methods for differential equations
Physical Sciences → Mathematics → Numerical Analysis
About Numerical methods for differential equations
This cluster of papers focuses on the development and analysis of numerical integration methods for solving differential equations, with a particular emphasis on exponential integrators, symplectic methods, time-stepping schemes, and variational integrators. The research covers a wide range of applications including the numerical solution of the Schrödinger equation, Hamiltonian systems, and matrix exponential computations.
Keywords
Numerical Integration Differential Equations Exponential Integrators Symplectic Methods Time-Stepping Schemes Variational Integrators Matrix Exponential Runge-Kutta Methods Schrödinger Equation Hamiltonian Systems
Development over time
| Year | research outputs |
|---|---|
| 2011 | 1 |
People
Researchers strongly represented in this topic
Here, researchers who have publications in OSIRIS assigned to this spectrum topic are displayed. For better clarity, only a selection is shown.
PD Dr. Hauke Reuter
1 Research outputsThe assignment of publications to topics is done automatically and may be incomplete or incorrect. If a person does not appear in the list, it does not mean that they could not have contributed to the topic.