Fred W. Wubs - Concepedia

Author

Fred W. Wubs

University of Groningen ORCID

Also Known As

F. W. Wubs, F. WUBS, F.W. Wubs, Fred W Wubs, Fred W. Wubs, Fred Wubs, Fred.W Wubs, Friederik Wilhelm Wubs, Wubs, Fred

122

Publications

1.2K

Citations

H-Index

Concepts

All Affiliations

University of Groningen Utrecht University Numerical Method (China)Centrum Wiskunde & Informatica Delft University of Technology

About

Fred W. Wubs is an author at University of Groningen specializing in engineering, numerical analysis, and oceanography.

Top Concepts

#	Concept	H-Index	Publications	Citations
1	Engineering	15	24	828
2	Computer Science	7	7	198
3	Computer Engineering	5	5	125
4	Geography	2	2	30
5	Marine Engineering	1	1	15

Fred W. Wubs

Publications

Citations

H-Index

Page 1

	Year	Citations
Numerical Bifurcation Methods and their Application to Fluid Dynamics: Analysis beyond Simulation Henk A. Dijkstra, Fred W. Wubs, Andrew Cliffe, Communications in Computational Physics Numerical AnalysisNumerical Bifurcation MethodsEngineeringNumerical ComputationFluid Mechanics	2013	178
Matrix Renumbering ILU: An Effective Algebraic Multilevel ILU Preconditioner for Sparse Matrices E. F. F. Botta, Fred W. Wubs SIAM Journal on Matrix Analysis and Applications Numerical AnalysisMathematical ProgrammingEngineeringOwn OrderingMultilevel-like Ilu Preconditioner	1999	80
Notes on numerical fluid mechanics Fred W. Wubs Numerical AnalysisEngineeringNumerical Fluid MechanicsIncompressible FlowFluid Mechanics	1985	79
Nested grids ILU-decomposition (NGILU) Atze van der Ploeg, E. F. F. Botta, Fred W. Wubs Journal of Computational and Applied Mathematics Mathematical ProgrammingEngineeringGrid SystemParallel ProgrammingComputer Science	1996	57
A tailored solver for bifurcation analysis of ocean-climate models Arie de Niet, Fred W. Wubs, A. Terwisscha van Scheltinga, Journal of Computational Physics ClimatologyEngineeringPhysical OceanographyOcean EngineeringTailored Solver	2007	49
An explicit-implicit method for a class of time-dependent partial differential equations Fred W. Wubs, E.D. de Goede Applied Numerical Mathematics Numerical AnalysisPde-constrained OptimizationSemi-implicit MethodNonlinear EquationNonlinear Hyperbolic Problem	1992	48
Transition Probabilities of Noise-induced Transitions of the Atlantic Ocean Circulation Daniele Castellana, Sven Baars, Fred W. Wubs, Scientific Reports	2019	46
Two preconditioners for saddle point problems in fluid flows Arie C. de Niet, Fred W. Wubs International Journal for Numerical Methods in Fluids Numerical AnalysisSaddle Point ProblemsCompressible FlowEngineeringSaddle Point Problem	2006	42
Bifurcation analysis of incompressible flow in a driven cavity by the Newton–Picard method G. Tiesinga, Fred W. Wubs, A.E.P. Veldman Journal of Computational and Applied Mathematics Driven CavityIncompressible FlowFluid MechanicsBifurcation AnalysisNewton–picard Method	2002	42
A fully-implicit model of the global ocean circulation Wilbert Weijer, Henk A. Dijkstra, Hakan Öksüzoğlu, Journal of Computational Physics ClimatologyGlobal Ocean CirculationOcean DynamicsEngineeringPhysical Oceanography	2003	41

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