The nonlinear stability and convergence analyses are presented for a second order operator
splitting scheme applied to the “good” Boussinesq equation, coupled with the Fourier …

In this work we study operator splitting methods for a certain class of coupled abstract
Cauchy problems, where the coupling is such that one of the problems prescribes a" …

A dynamic iteration scheme for linear infinite-dimensional port-Hamiltonian systems is
proposed. The dynamic iteration is monotone in the sense that the error is decreasing, it …

Due to the seminal works of Hochbruck and Ostermann (Appl Numer Math 53 (2–4): 323–
339, 2005, Acta Numer 19: 209–286, 2010) exponential splittings are well established …

The mathematical study of dynamical systems in discrete or continuous time on spaces of
probability measures has a long-lasting history in probability theory (as Markov operators …

Coupled systems of linear differential equations in Banach spaces can be often handled by
the theory of C0‐semigroups of operator matrices. We study the stability of Lie–Trotter …

In this paper we prove a Lie-Trotter product formula for Markov semigroups in spaces of
measures. We relate our results to" classical" results for strongly continuous linear …

Untitled Page 1 Page 2 Operator splitting for delay equations Bálint Farkas joint with András
Bátkai, Petra Csomós Workshop on Innovative Time Integration, Innsbruck 15 May, 2012 Page …