Herbert C. Kranzer - Concepedia

Author

Herbert C. Kranzer

Adelphi University

Also Known As

H Kranzer, H. C. Kranzer, H.C. Kranzer, Herbert C Kranzer, Herbert C. Kranzer, Herbert Kranzer, Keyfitz, Barbara Lee

Publications

888

Citations

H-Index

Concepts

All Affiliations

Adelphi University New York University Courant Institute of Mathematical Sciences Arizona State University

About

Herbert C. Kranzer is an author at Adelphi University specializing in engineering, physics, and civil engineering.

Top Concepts

#	Concept	H-Index	Publications	Citations
1	Engineering	4	4	297
2	Applied Physics	1	1	22
3	Civil Engineering	1	1	99
4	Electrical Engineering	1	1	22
5	Ocean Engineering	1	1	99

Herbert C. Kranzer

Publications

709

Citations

H-Index

Page 1

	Year	Citations
A system of non-strictly hyperbolic conservation laws arising in elasticity theory Barbara Lee Keyfitz, Herbert C. Kranzer Archive for Rational Mechanics and Analysis Hyperbolic Conservation LawElasticity TheoryHyperbolic Conservation LawsParabolic EquationNonlinear Hyperbolic Problem	1980	300
Spaces of Weighted Measures for Conservation Laws with Singular Shock Solutions Barbara Lee Keyfitz, Herbert C. Kranzer Journal of Differential Equations Weighted MeasuresMeasure TheoryEngineeringHyperbolic Conservation LawSingular Shock Solutions	1995	161
Water Waves Produced by Explosions Herbert C. Kranzer, Joseph B. Keller Journal of Applied Physics Symmetric Initial DisturbanceAeroacousticsEngineeringDetonation PhenomenonOcean Engineering	1959	99
Existence and uniqueness of entropy solutions to the Riemann problem for hyperbolic systems of two nonlinear conservation laws Barbara Lee Keyfitz, Herbert C. Kranzer Journal of Differential Equations Entropy SolutionsEntropyHyperbolic Conservation LawRiemann ProblemParabolic Equation	1978	52
The Riemann problem for a class of hyperbolic conservation laws exhibiting a parabolic degeneracy Barbara Lee Keyfitz, Herbert C. Kranzer Journal of Differential Equations Hyperbolic Conservation LawRiemann ProblemHyperbolic Conservation LawsParabolic DegeneracyParabolic Equation	1983	46
Thermalization of a Fast Ion in a Plasma Herbert C. Kranzer The Physics of Fluids Electrical EngineeringFast IonEngineeringPhysicsProbability Distribution	1961	22
Asymptotic factorization for perturbed Wiener-Hopf problems Herbert C. Kranzer, James Radlow Journal of Mathematical Analysis and Applications Numerical AnalysisEngineeringPerturbation MethodSingularly Perturbed ProblemGeometric Singular Perturbation Theory	1962	15
Wave Fronts for Hamilton-Jacobi Equations:¶The General Theory for Riemann Solutions in $\calR^n$ James Glimm, Herbert C. Kranzer, D.C. Tan, Communications in Mathematical Physics Riemann SolutionsGlobal Analysis¶The General TheoryHamiltonian SystemWave Fronts	1997	14

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