E. H. Rothe - Concepedia

Author

E. H. Rothe

University of Michigan

Also Known As

E. H. Rothe, E. Rothe, E. Rothé, E.H Rothe, E.H. Rothe, Erich H. Rothe, Erich Rothe

Publications

3.7K

Citations

H-Index

Concepts

All Affiliations

University of Michigan

About

E. H. Rothe is an author at University of Michigan specializing in functional analysis, spectral theory, and engineering.

Top Concepts

#	Concept	H-Index	Publications	Citations
1	Functional Analysis	12	13	3K
2	Engineering	5	5	92
3	Spectral Theory	5	5	92

E. H. Rothe

Publications

3.1K

Citations

H-Index

Page 1

	Year	Citations
Topological Methods in the Theory of Nonlinear Integral Equations. E. H. Rothe, M. A. Krasnosel’skii, A. H. Armstrong, American Mathematical Monthly Topological MethodsNonlinear EquationFunctional AnalysisIntegrable SystemNonlinear Functional Analysis	1968	2K
Variational Methods for the Study of Nonlinear Operators E. H. Rothe, M. M. Vaĭnberg, L. M. Kantorovich, American Mathematical Monthly Variational MethodsVariational AnalysisFunctional AnalysisCalculus Of VariationNonlinear Functional Analysis	1966	839
Topological proofs of uniqueness theorems in the theory of differential and integral equations E. H. Rothe Bulletin of the American Mathematical Society Topological ProofsIntegral EquationsTopological DynamicGlobal AnalysisTopological Property	1939	37
Morse theory in Hilbert space E. H. Rothe Rocky Mountain Journal of Mathematics Spectral TheoryEngineeringHilbert SpaceGlobal AnalysisFunctional Analysis	1973	32
A note on the Banach spaces of Calkin and Morrey E. H. Rothe Pacific Journal of Mathematics Banach SpacesInfinite Dimensional AnalysisInterpolation SpaceSet-theoretic TopologyTopological Property	1953	25
A relation between the type numbers of a critical point and the index of the corresponding field of gradient vectors E. H. Rothe Mathematische Nachrichten Gradient VectorsType NumbersGlobal AnalysisFunctional AnalysisCritical Point	1950	23
Critical point theory in Hilbert space under regular boundary conditions E. H. Rothe Journal of Mathematical Analysis and Applications Spectral TheoryDirichlet FormEngineeringInterpolation SpacePotential Theory	1971	21
Completely Continuous Scalars and Variational Methods E. H. Rothe Annals of Mathematics Linear OperatorResolvent KernelVariational AnalysisPde-constrained OptimizationLinear Integral Equations	1948	21
Gradient mappings and extrema in Banach spaces E. H. Rothe Duke Mathematical Journal Variational AnalysisGradient MappingsFunctional AnalysisQuasiconformal MappingNonlinear Functional Analysis	1948	20
An existence theorem in the calculus of variations based on Sobolev's imbedding theorems E. H. Rothe Archive for Rational Mechanics and Analysis Imbedding TheoremsVariational AnalysisGlobal AnalysisExistence TheoremFunctional Analysis	1966	17

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