Seite - (000244) - in Programming for Computations – Python - A Gentle Introduction to Numerical Simulations with Python

LectureNotes inComputationalScience andEngineering 1. D.Funaro,Spectral Elements for Transport-Dominated Equations. 2. H.P.Langtangen,Computational Partial Differential Equations.NumericalMethods andDiffpack Programming. 3. W.Hackbusch,G.Wittum(eds.),Multigrid Methods V. 4. P.Deuflhard, J.Hermans, B.Leimkuhler, A.E.Mark, S.Reich, R.D. Skeel (eds.),Computational Molecular Dynamics: Challenges, Methods, Ideas. 5. D.Kröner,M.Ohlberger,C.Rohde (eds.),An Introduction to Recent Developments in Theory and Numerics for Conservation Laws. 6. S.Turek,Efficient Solvers for Incompressible Flow Problems.AnAlgorithmic andComputational Approach. 7. R.vonSchwerin,Multi BodySystem SIMulation.NumericalMethods,Algorithms, andSoftware. 8. H.-J.Bungartz, F.Durst, C.Zenger (eds.),High Performance Scientific and Engineering Comput- ing. 9. T.J.Barth,H.Deconinck (eds.),High-Order Methods for Computational Physics. 10. H.P.Langtangen, A.M.Bruaset, E.Quak(eds.),Advancesin SoftwareToolsforScientific Comput- ing. 11. B.Cockburn,G.E.Karniadakis,C.-W.Shu(eds.),Discontinuous Galerkin Methods.Theory,Com- putation andApplications. 12. U.vanRienen,NumericalMethods inComputationalElectrodynamics.LinearSystemsinPractical Applications. 13. B.Engquist, L. Johnsson,M.Hammill, F.Short (eds.),Simulation and Visualization on the Grid. 14. E.Dick,K.Riemslagh, J.Vierendeels (eds.),Multigrid Methods VI. 15. A.Frommer,T.Lippert,B.Medeke,K.Schilling (eds.),NumericalChallenges inLatticeQuantum Chromodynamics. 16. J. Lang,Adaptive Multilevel Solution of Nonlinear Parabolic PDE Systems. Theory, Algorithm, andApplications. 17. B.I.Wohlmuth,Discretization Methods and Iterative Solvers Based on Domain Decomposition. 18. U.vanRienen,M.Günther,D.Hecht (eds.),Scientific Computing in Electrical Engineering. 19. I. Babuška, P.G.Ciarlet, T.Miyoshi (eds.),Mathematical Modeling and Numerical Simulation in Continuum Mechanics. 20. T.J. Barth, T. Chan, R. Haimes (eds.), Multiscale and Multiresolution Methods. Theory and Applications. 21. M.Breuer, F.Durst,C.Zenger (eds.),High Performance Scientific and Engineering Computing. 22. K.Urban,Wavelets in Numerical Simulation. ProblemAdaptedConstruction andApplications. 23. L.F.Pavarino,A.Toselli (eds.),Recent Developments in Domain Decomposition Methods. 24. T. Schlick, H.H. Gan (eds.), Computational Methods for Macromolecules: Challenges and Applications.