INNOVATIVE TIME INTEGRATION

Workshop 2012

Innsbruck (Austria), May 13 - 16, 2012

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Talks

Arnold, Martin: Second order Convergence of a Lie group time integration method for constrained mechanical systems
Auzinger, Winfried: Krylov subspace approximation of rational matrix functions
Bátkai, András: Shape preservation of evolution equations
Csomós, Petra: Operator splitting for delay equations, part I
Einkemmer, Lukas: Convergence analysis of Strang splitting for Vlasov-type equations
Farkas, Bálint: Operator splitting for delay equations
Hofstätter, Harald: Convergence Analysis of a Generalized-Laguerre-Fourier-Hermite Method for the Gross-Pitaevskii Equation with Rotation Term
Kandolf, Peter: Leja interpolation for matrix functions
Koch, Othmar: Adaptive Full Discretization of Gross-Pitaevskii Equations with Rotation Term
Koskela, Antti: Expontential Taylor methods: analysis and implementation
Loffeld, John: Tailoring exponential integrators for computational efficiency
Lubich, Christian: Backward difference time discretization of parabolic equations on evolving surfaces
Maset, Stefano: The Collocation Method and the Truncation-of-Fourier-Series Method in the numerical solution of Boundary Value Problems for Functional Differential Equations
Quang A, Dang: Method of infinite system of equations for problems in unbounded domains
Schratz, Katharina: Exponential splitting methods with boundary conditions
Thai Luan, Vu: Higher-order exponential Rosenbrock-type methods
Vandekerckhove, Steven: Higher order time integration of wave equations