H. E. Rauch - Concepedia

Author

H. E. Rauch

University of Pennsylvania

Also Known As

H. E. Rauch, H. Rauch, H.E. RAUCH, HARRY E. RAUCH, Harry E. Rauch, Rauch,Harry E.

Publications

954

Citations

H-Index

Concepts

All Affiliations

University of Pennsylvania Yeshiva University

About

H. E. Rauch is an author at University of Pennsylvania specializing in geometry, functional analysis, and geodesy.

Top Concepts

#	Concept	H-Index	Publications	Citations
1	Geometry	6	6	409
2	Functional Analysis	1	1	19
3	Geodesy	1	1	10

H. E. Rauch

Publications

752

Citations

H-Index

Page 1

	Year	Citations
A Contribution to Differential Geometry in the Large H. E. Rauch Annals of Mathematics Global GeometryGeometric Partial Differential EquationRiemannian Curvature KGeometryRiemannian Geometry	1951	136
Weierstrass points, branch points, and moduli of riemann surfaces H. E. Rauch Communications on Pure and Applied Mathematics Enumerative GeometryModulus ProblemBranch PointsGeometry	1959	134
A transcendental view of the space of algebraic Riemann surfaces H. E. Rauch Bulletin of the American Mathematical Society	1965	90
Elliptic Functions, Theta Functions, and Riemann Surfaces Y. L. L., H. E. Rauch, Aaron Lebowitz Mathematics of Computation Elliptic FunctionsGeometryTheta FunctionMock Theta FunctionElliptic Function	1974	88
ON THE TRANSCENDENTAL MODULI OF ALGEBRAIC RIEMANN SURFACES H. E. Rauch Proceedings of the National Academy of Sciences	1955	57
Period Relations of Schottky Type on Riemann Surfaces Hershel M. Farkas, H. E. Rauch Annals of Mathematics Geometry Of NumberRiemann-hilbert ProblemRiemann Theta ConstantsRiemannian GeometryPeriod Relations	1970	46
On Differential Geometry in the Large H. E. Rauch Proceedings of the National Academy of Sciences	1953	39
The singularities of the modulus space H. E. Rauch Bulletin of the American Mathematical Society	1962	36
Moduli of punctured tori and the accessory parameter of Lamé’s equation Linda Keen, H. E. Rauch, A. T. Vasquez Transactions of the American Mathematical Society Punctured TorusGlobal GeometryRiemann-hilbert ProblemPunctured ToriGeometry	1979	28
ON EXTREMAL QUASI-CONFORMAL MAPPINGS. I Murray Gerstenhaber, H. E. Rauch Proceedings of the National Academy of Sciences Global AnalysisQuasiconformal Mapping	1954	28

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