John F. R. Duncan - Concepedia

Author

John F. R. Duncan

Also Known As

Duncan, J., Duncan, John F., Duncan, John F. R., J Duncan, J. DUNCAN, J. Duncan, J. F. Duncan, JOHN DUNCAN, JOHN F. R. DUNCAN, John Duncan

125

Publications

4.3K

Citations

H-Index

Concepts

All Affiliations

Emory University Case Western Reserve University University of Stirling University of Aberdeen Vrije Universiteit Amsterdam

About

John F. R. Duncan is an author at Emory University specializing in representation theory, functional analysis, and physics.

Top Concepts

#	Concept	H-Index	Publications	Citations
1	Physics	4	4	128
2	Education	3	3	152
3	Engineering	2	2	173
4	Group Theory (Abstract Algebra)	1	1	44
5	Group Theory (Counseling Psychology)	1	1	44

John F. R. Duncan

Publications

1.3K

Citations

H-Index

Page 1

	Year	Citations
The second dual of a Banach algebra John F. R. Duncan, S. A. R. Hosseiniun Proceedings of the Royal Society of Edinburgh Section A Mathematics Second DualAbstract AlgebraEngineeringRepresentation TheoryModern Algebra	1979	159
Amenability of inverse semigroups and their semigroup algebras John F. R. Duncan, I. Namioka Proceedings of the Royal Society of Edinburgh Section A Mathematics Topological SemigroupsAbstract AlgebraA Complete AnswerIdempotent ElementsOrdered Group	1978	133
The Numerical Index of a Normed Space John F. R. Duncan, C. M. McGregor, John D. Pryce, Journal of the London Mathematical Society Numerical ComputationInterpolation SpaceNorm (Mathematics)Functional AnalysisNumerical Index	1970	98
Umbral moonshine Miranda C. N. Cheng, John F. R. Duncan, Jeffrey A. Harvey Communications in Number Theory and Physics	2014	96
Umbral moonshine and the Niemeier lattices Miranda C. N. Cheng, John F. R. Duncan, Jeffrey A. Harvey Research in the Mathematical Sciences	2014	77
Super-moonshine for Conway's largest sporadic group John F. R. Duncan Duke Mathematical Journal Coxeter GroupPerfect Double CoverQuantum GroupsFull Symmetry GroupRepresentation Theory	2007	72
On Rademacher sums, the largest Mathieu group and the holographic modularity of moonshine Miranda C. N. Cheng, John F. R. Duncan Geometry Of NumberGeometric Group TheoryQuantum Field TheoryGenus ZeroAnalytic Number Theory	2016	70
Amenability for discrete convolution semigroup algebras. John F. R. Duncan, Alan L. T. Paterson MATHEMATICA SCANDINAVICA Spectral TheoryTopological SemigroupsRepresentation TheoryTransformation SemigroupsUniversal Algebra	1990	64
Proof of the umbral moonshine conjecture John F. R. Duncan, Michael Griffin, Ken Ono Research in the Mathematical Sciences Geometry Of NumberAutomorphic FormInfinite-dimensional Graded ModulesRepresentation TheoryUmbral Moonshine Conjecture	2015	53
<i>C</i>*-Algebras of inverse semigroups John F. R. Duncan, Alan L. T. Paterson Proceedings of the Edinburgh Mathematical Society Discrete Group GTopological SemigroupsAbstract AlgebraRepresentation TheoryGroup Theory (Counseling Psychology)	1985	44

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