Peter D. Lax - Concepedia

Author

Peter D. Lax

Courant Institute of Mathematical Sciences

Also Known As

C. D. Olds, Lax, P. D., Lax, Peter, Lax, Peter D., P D Lax, P Lax, P. D. Lax, P. Lax, P.D Lax, P.D. Lax

321

Publications

32.5K

Citations

H-Index

Concepts

All Affiliations

Courant Institute of Mathematical Sciences New York University Stanford University

About

Peter D. Lax is an author at Courant Institute of Mathematical Sciences specializing in engineering, spectral theory, and numerical analysis.

Top Concepts

#	Concept	H-Index	Publications	Citations
1	Engineering	29	41	8K
2	Education	5	5	295
3	Arts	2	2	35
4	Language Studies	1	1	24
5	Medicine	1	1	23

Peter D. Lax

106

Publications

26.4K

Citations

H-Index

Page 1

	Year	Citations
On Upstream Differencing and Godunov-Type Schemes for Hyperbolic Conservation Laws Amiram Harten, Peter D. Lax, Bram van Leer SIAM Review Numerical AnalysisUnified RepresentationHyperbolic Conservation LawRiemann ProblemUpstream Difference Schemes	1983	3.3K
Integrals of nonlinear equations of evolution and solitary waves Peter D. Lax Communications on Pure and Applied Mathematics Spectral TheoryNonlinear Equations EvolutionsNonlinear Wave PropagationNonlinear EquationsNonlinear Equation	1968	3K
Hyperbolic systems of conservation laws II Peter D. Lax Communications on Pure and Applied Mathematics Conservation LawConservation Laws IiHyperbolic EquationHyperbolic Conservation Law	1957	2.8K
Systems of conservation laws Peter D. Lax, Burton Wendroff Communications on Pure and Applied Mathematics EngineeringHyperbolic Conservation LawConservation LawsNatural SystemConservation Law	1960	2.6K
Weak solutions of nonlinear hyperbolic equations and their numerical computation Peter D. Lax Communications on Pure and Applied Mathematics Numerical AnalysisHyperbolic Conservation LawParabolic EquationNonlinear Hyperbolic EquationsNonlinear Hyperbolic Problem	1954	1.8K
Survey of the stability of linear finite difference equations Peter D. Lax, Robert D. Richtmyer Communications on Pure and Applied Mathematics Numerical StabilitySystem StabilityStability AnalysisStability	1956	787
Difference schemes for hyperbolic equations with high order of accuracy Peter D. Lax, Burton Wendroff Communications on Pure and Applied Mathematics Numerical AnalysisNumerical Method For Partial Differential EquationEngineeringHyperbolic Conservation LawNumerical Simulation	1964	658
Computational Fluid Dynamics Peter D. Lax Journal of Scientific Computing EngineeringIncompressible FlowFluid-structure InteractionFluid MechanicsComputational Fluid Dynamics	2006	632
Systems of Conservation Equations with a Convex Extension Kurt Friedrichs, Peter D. Lax Proceedings of the National Academy of Sciences	1971	624
Development of Singularities of Solutions of Nonlinear Hyperbolic Partial Differential Equations Peter D. Lax Journal of Mathematical Physics Spectral TheoryRecent Paper ZabuskyTime IntervalHodograph MethodHyperbolic Conservation Law	1964	612

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