Charles N. Moore - Concepedia

Author

Charles N. Moore

Also Known As

C. Moore, C. N. Moore, C.N. Moore, CHARLES N. MOORE, Charles Moore, Charles N Moore, Charles N. Moore, Moore, C. N., Moore, Cherles N.

131

Publications

1.2K

Citations

H-Index

Concepts

All Affiliations

University of Cincinnati

About

Charles N. Moore is an author at University of Cincinnati specializing in functional analysis, engineering, and spectral theory.

Top Concepts

#	Concept	H-Index	Publications	Citations
1	Engineering	4	4	419
2	Approximation Theory	3	3	32
3	Physics	1	1	11
4	Probability Theory	1	1	15
5	Entropy	1	1	15

Charles N. Moore

Publications

966

Citations

H-Index

Page 1

	Year	Citations
The Theory of Spherical and Ellipsoidal Harmonics. Charles N. Moore, E. W. Hobson, H. Bateman American Mathematical Monthly Ellipsoidal HarmonicsHarmonic SpaceElliptic FunctionPotential Theory	1933	441
Foundations of Potential Theory. Charles N. Moore, O. D. Kellogg American Mathematical Monthly Spectral TheoryTheoretical AnalysisEngineeringPotential TheoryQuantum Field Theory	1930	383
On the Application of Borel's Method to the Summation of Fourier's Series Charles N. Moore Proceedings of the National Academy of Sciences	1925	30
On the summability of the double Fourier's series of discontinuous functions Charles N. Moore Mathematische Annalen Fourier AnalysisDiscontinuous FunctionsFourier ExpansionFunctional AnalysisDouble Fourier	1913	24
A variant of Hörmander's conditionfor singular integrals D. J. Grubb, Charles N. Moore Colloquium Mathematicum Conditionfor Singular IntegralsRiemann-hilbert ProblemResolvent KernelGeneralized FunctionFunctional Analysis	1997	16
An analogue for harmonic functions of Kolmogorov’s law of the iterated logarithm Rodrigo Bañuelos, Ivo Klemeš, Charles N. Moore Duke Mathematical Journal EngineeringKolmogorov ’EntropyIntegrable ProbabilityHarmonic Functions	1988	15
On the developments in Bessel’s functions Charles N. Moore Bulletin of the American Mathematical Society Spectral TheoryBessel ’Potential TheoryTheta FunctionIntegrable System	1916	15
Applications of the theory of summability to developments in orthogonal functions Charles N. Moore Bulletin of the American Mathematical Society Linear OperatorEngineeringGeneralized FunctionOrthogonal PolynomialOrthogonal Functions	1919	11
Mean Growth of Bloch Functions and Makarov's Law of the Iterated Logarithm Rodrigo Bañuelos, Charles N. Moore Proceedings of the American Mathematical Society PhysicsAnalytic Number TheoryMean GrowthPoisson BoundaryAsymptotic Formula	1991	11
The summability of the developments in Bessel functions, with applications Charles N. Moore Transactions of the American Mathematical Society	1909	10

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