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Journal of Computational and Applied Mathematics, Volume 262
Volume 262, May 2014
- Martin Arnold
, Helmut Podhaisky
Preface. 1-2 - Andreas Müller, Zdravko Terze:
On the choice of configuration space for numerical Lie group integration of constrained rigid body systems. 3-13 - Andreas Bartel, Markus Brunk, Sebastian Schöps
On the convergence rate of dynamic iteration for coupled problems with multiple subsystems. 14-24 - Bernhard A. Schmitt
Reprint of: Peer methods with improved embedded sensitivities for parameter-dependent ODEs. 25-36 - Boris Faleichik
Generalized Picard iterations: A class of iterated Runge-Kutta methods for stiff problems. 37-50 - Daniel Heubes
Characteristic boundary conditions in the lattice Boltzmann method for fluid and gas dynamics. 51-61 - Diana Estévez Schwarz, René Lamour:
Projector based integration of DAEs with the Taylor series method using automatic differentiation. 62-72 - Dirk Schröder, Jens Lang, Rüdiger Weiner:
Stability and consistency of discrete adjoint implicit peer methods. 73-86 - Gennady Y. Kulikov
Analysis and numerical approximation of singular boundary value problems with the p-Laplacian in fluid mechanics. 87-104 - Joachim Rang:
An analysis of the Prothero-Robinson example for constructing new DIRK and ROW methods. 105-114 - Julia Vuong, Bernd Simeon:
On finite element method-flux corrected transport stabilization for advection-diffusion problems in a partial differential-algebraic framework. 115-126 - Kody J. H. Law:
Proposals which speed up function-space MCMC. 127-138 - Karen Kuhn, Jens Lang:
Comparison of the asymptotic stability for multirate Rosenbrock methods. 139-149 - Lennart Jansen:
A semi-explicit formulation of a coupled electromagnetic field/circuit problem. 150-160 - Luca Dieci, Fabio Vito Difonzo
A comparison of Filippov sliding vector fields in codimension 2. 161-179 - Michal Bras
Search for efficient general linear methods for ordinary differential equations. 180-192 - M. A. Köbis, Martin Arnold
Numerical solution of penalty formulations for constrained mechanical systems using heterogeneous multiscale methods. 193-204 - Maria V. Kulikova
Adaptive ODE solvers in extended Kalman filtering algorithms. 205-216 - Paola Console, Ernst Hairer:
Reducing round-off errors in symmetric multistep methods. 217-222 - Philipp Bader, Sergio Blanes
Structure preserving integrators for solving (non-)linear quadratic optimal control problems with applications to describe the flight of a quadrotor. 223-233 - Philipp Dörsek, Eskil Hansen
High order splitting schemes with complex timesteps and their application in mathematical finance. 234-243 - Qasim Ali Chaudhry, Michael Hanke, Ralf Morgenstern, Kristian Dreij
Surface reactions on the cytoplasmatic membranes - Mathematical modeling of reaction and diffusion systems in a cell. 244-260 - Rüdiger Weiner, Gennady Y. Kulikov
Local and global error estimation and control within explicit two-step peer triples. 261-270 - Raffaele D'Ambrosio
p-stable general Nyström methods for y″=f(y(t)). 271-280 - Roland Pulch:
Stochastic collocation and stochastic Galerkin methods for linear differential algebraic equations. 281-291 - Steffen Beck, Severiano González-Pinto
A comparison of AMF- and Krylov-methods in Matlab for large stiff ODE systems. 292-303 - Severiano González-Pinto
Rosenbrock-type methods with Inexact AMF for the time integration of advection-diffusion-reaction PDEs. 304-321 - Steffen Weber, Martin Arnold
Semi-analytical methods for singularly perturbed multibody system models. 322-332 - Urs Becker, Bernd Simeon, Michaek Burger:
On Rosenbrock methods for the time integration of nearly incompressible materials and their usage for nonlinear model reduction. 333-345 - Vu Hoang Linh
Efficient integration of strangeness-free non-stiff differential-algebraic equations by half-explicit methods. 346-360 - Vu Thai Luan
Reprint of "Explicit exponential Runge-Kutta methods of high order for parabolic problems". 361-372 - Wieslaw Marszalek
Mixed-mode oscillations and chaotic solutions of jerk (Newtonian) equations. 373-383 - Yongtao Cheng, James A. Rossmanith
A class of quadrature-based moment-closure methods with application to the Vlasov-Poisson-Fokker-Planck system in the high-field limit. 384-398
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