A basic leapfrog integrator and its energy-preserving and variational /
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This work introduces a parallel and rank-adaptive matrix integrator for
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A new approach to solving eigenvalue optimization problems for large
str...
Xiao and Qin [Computer Physics Comm., 265:107981, 2021] recently propose...
A rank-adaptive integrator for the approximate solution of high-order te...
A rank-adaptive integrator for the dynamical low-rank approximation of m...
The scattering of electromagnetic waves from obstacles with wave-materia...
The Boris algorithm, a closely related variational integrator and a newl...
We propose and study an algorithm for computing a nearest passive system...
We propose and analyse a numerical integrator that computes a low-rank
a...
A proof of convergence is given for a novel evolving surface finite elem...
Generalized impedance boundary conditions are effective, approximate bou...
Dynamical low-rank approximation by tree tensor networks is studied for ...
The semiclassically scaled time-dependent multi-particle Schrödinger
equ...
The evolution of a closed two-dimensional surface driven by both mean
cu...
A modification of the standard Boris algorithm, called filtered Boris
al...