Joel H. Shapiro - Concepedia

Author

Joel H. Shapiro

Also Known As

J. H. Shapiro, J. Shapiro, J.H. Shapiro, Joel David Shapiro, Joel H Shapiro, Joel H. Shapiro, Joel Shapiro, Shapiro, Joel, Shapiro, Joel H., Shapiro, Joel Harold

132

Publications

5.2K

Citations

H-Index

Concepts

All Affiliations

Michigan State University Washington and Lee University

About

Joel H. Shapiro is an author at Michigan State University specializing in functional analysis, engineering, and spectral theory.

Top Concepts

#	Concept	H-Index	Publications	Citations
1	Engineering	8	8	169
2	Arts	1	1	15
3	Geography	1	1	17
4	Mathematical Foundations	1	1	10
5	Music	1	1	15

Joel H. Shapiro

Publications

3.4K

Citations

H-Index

Page 1

	Year	Citations
Operators with dense, invariant, cyclic vector manifolds Gilles Godefroy, Joel H. Shapiro Journal of Functional Analysis Global AnalysisLinear OperatorCyclic Vector ManifoldsFunctional Analysis	1991	588
The Essential Norm of a Composition Operator Joel H. Shapiro Annals of Mathematics Linear OperatorResolvent KernelEssential NormNorm (Mathematics)Functional Analysis	1987	435
Angular Derivatives and Compact Composition Operators on the Hardy and Bergman Spaces Barbara D. MacCluer, Joel H. Shapiro Canadian Journal of Mathematics Compact OperatorBergman SpacesAngular DerivativeFunction TheoryC φ	1986	271
Universal vectors for operators on spaces of holomorphic functions Robert M. Gethner, Joel H. Shapiro Proceedings of the American Mathematical Society	1987	252
Cyclic phenomena for composition operators Paul Bourdon, Joel H. Shapiro Memoirs of the American Mathematical Society Topological SemigroupsLinear OperatorCyclic PhenomenaFractional-order SystemParabolic Models Cyclicity	1997	233
Isolation amongst the composition operators Joel H. Shapiro, Carl Johan Sundberg Pacific Journal of Mathematics	1990	171
Compact, Nuclear, and Hilbert-Schmidt Composition Operators on H^2 Joel H. Shapiro, Peter R. Taylor Indiana University Mathematics Journal Linear OperatorHilbert-schmidt Composition OperatorsFunctional Analysis	1973	135
The Credit Ratings Game Patrick Bolton, Xavier Freixas, Joel H. Shapiro SSRN Electronic Journal	2009	134
Tangential Boundary Behavior of Function in Dirichlet-Type Spaces Alexander Nagel, Walter Rudin, Joel H. Shapiro Annals of Mathematics Dirichlet FormTangential Boundary BehaviorFunctional AnalysisPotential Theory	1982	97
Mackey topologies, reproducing kernels, and diagonal maps on the Hardy and Bergman spaces Joel H. Shapiro Duke Mathematical Journal Riemann-hilbert ProblemDiagonal MapsBergman SpacesSet-theoretic TopologyTopological Algebra	1976	83

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