activity
20112026
most cited2-norm error bounds and estimates for Lanczos approximations to linear systems and rational matrix functions

13 citations · 15 across the 5 of their papers we have counts for

collaborators

5 papers

cond-mat.str-el2026

Interaction-driven dynamics in graphene flakes as a benchmark for quantum simulation

Fabian Eickhoff, Satoshi Ejima, Lukas Windgätter +4

We study interaction-driven ultrafast dynamics in finite graphene flakes following an optical pump quench in an interacting tight-binding model. By comparing exact real-time evolut…

math.NA2019★ 1 cited

Time-parallel simulation of the Schrödinger Equation

Hannah Rittich, Robert Speck

The numerical simulation of the time-dependent Schrödinger equation for quantum systems is a very active research topic. Yet, resolving the solution sufficiently in space and time…

math.NA2012

The Deflated Conjugate Gradient Method: Convergence, Perturbation and Accuracy

K. Kahl, H. Rittich

Deflation techniques for Krylov subspace methods have seen a lot of attention in recent years. They provide means to improve the convergence speed of these methods by enriching the…

hep-lat2012★ 13 cited

2-norm error bounds and estimates for Lanczos approximations to linear systems and rational matrix functions

A. Frommer, K. Kahl, Th. Lippert +1

The Lanczos process constructs a sequence of orthonormal vectors v_m spanning a nested sequence of Krylov subspaces generated by a hermitian matrix A and some starting vector b. In…

hep-lat2011★ 1 cited

Error Bounds for the Sign Function

Andreas Frommer, Karsten Kahl, Thomas Lippert +1

The Overlap operator fulfills the Ginsparg-Wilson relation exactly and therefore represents an optimal discretization of the QCD Dirac operator with respect to chiral symmetry. Whe…