Harold S. Shapiro - Concepedia

Author

Harold S. Shapiro

KTH Royal Institute of Technology

Also Known As

HAROLD S. SHAPIRO, Harold S Shapiro, Harold S. Shapiro, Shapiro, Harold S., Shapiro, Harold, S.

105

Publications

2.6K

Citations

H-Index

Concepts

All Affiliations

KTH Royal Institute of Technology University of Arkansas at Fayetteville University of Michigan University of California System University of California, Santa Barbara

About

Harold S. Shapiro is an author at KTH Royal Institute of Technology specializing in functional analysis, engineering, and approximation theory.

Top Concepts

#	Concept	H-Index	Publications	Citations
1	Engineering	12	13	689
2	Physics	2	2	65
3	Natural Sciences	1	1	51
4	Systems Engineering	1	1	19
5	Probability Theory	1	1	284

Harold S. Shapiro

Publications

1.5K

Citations

H-Index

Page 1

	Year	Citations
Alias-Free Sampling of Random Noise Harold S. Shapiro, Richard A. Silverman Journal of the Society for Industrial and Applied Mathematics Additive Random SamplingSampling (Signal Processing)EngineeringAlias-free SamplingSpectrum Estimation	1960	284
Domains on which analytic functions satisfy quadrature identities Dov Aharonov, Harold S. Shapiro Journal d Analyse Mathématique Function TheoryComplex Function TheoryQuadrature IdentitiesFunctional Analysis	1976	197
Poincaré’s Variational Problem in Potential Theory Dmitry Khavinson, Mihai Putinar, Harold S. Shapiro Archive for Rational Mechanics and Analysis Variational AnalysisVariational ProblemVariational InequalitiesPotential Theory	2006	121
Some theorems on Čebyšev approximation David Newman, Harold S. Shapiro Duke Mathematical Journal Pade ApproximationEngineeringApproximation MethodčEbyšev ApproximationFunctional Analysis	1963	117
An Algebraic Theorem of E. Fischer, and the Holomorphic Goursat Problem Harold S. Shapiro Bulletin of the London Mathematical Society E. FischerHolomorphic Goursat ProblemAlgebraic AnalysisAlgebraic TheoremReal Algebraic Geometry	1989	103
Dirichlet's Problem When the Data is an Entire Function Dmitry Khavinson, Harold S. Shapiro Bulletin of the London Mathematical Society Function TheoryDirichlet FormComplex Function TheoryEntire Function	1992	63
A tauberian theorem related to approximation theory Harold S. Shapiro Acta Mathematica EngineeringClassical ApproximationApproximation MethodFunctional AnalysisApproximation Theory	1968	54
Decoherence produces coherent states: An explicit proof for harmonic chains Max Tegmark, Harold S. Shapiro Physical review. E, Statistical physics, plasmas, fluids, and related interdisciplinary topics Quantum DynamicQuantum ScienceEngineeringQuantum ComputingPhysics	1994	51
An Elementary Proof That the Biharmonic Green Function of an Eccentric Ellipse Changes Sign Harold S. Shapiro, Max Tegmark SIAM Review Spectral TheoryElementary ProofElliptic EquationGeometric Partial Differential EquationRiemann-hilbert Problem	1994	46
Weakly invertible elements in certain function spaces, and generators in ${\cal l}_1$. Harold S. Shapiro The Michigan Mathematical Journal Certain Function SpacesRepresentation TheoryWeakly Invertible ElementsFunctional Analysis\Cal L	1964	42

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