Colin C. Graham - Concepedia

Author

Colin C. Graham

University of British Columbia

Also Known As

C. C. Graham, C.C Graham, COLIN C. GRAHAM, Colin C Graham, Colin C. Graham, Colin Graham, Graham, Colin C.

113

Publications

792

Citations

H-Index

Concepts

All Affiliations

University of British Columbia University of Waterloo University of Alberta Northwestern University

About

Colin C. Graham is an author at University of British Columbia specializing in functional analysis, geometric group theory, and discrete mathematics.

Top Concepts

#	Concept	H-Index	Publications	Citations
1	Engineering	3	3	80
2	Education	2	2	28
3	Combinatorial Optimization	1	1	17
4	Measurement	1	1	21
5	Statistics	1	1	21

Colin C. Graham

Publications

289

Citations

H-Index

Page 1

	Year	Citations
Bimeasure algebras on LCA groups Colin C. Graham, Bertram M. Schreiber Pacific Journal of Mathematics Spectral TheoryLie GroupEngineeringRepresentation TheoryLca Groups	1984	50
Nonfactorization in commutative, weakly selfadjoint Banach algebras Hans G. Feichtinger, Colin C. Graham, Eric Lakien Pacific Journal of Mathematics	1979	41
Relative weak compactness of orbits in Banach spaces associated with locally compact groups Colin C. Graham, Anthony Lau Transactions of the American Mathematical Society	2006	24
ε-Kronecker and I<sub>0</sub>sets in abelian groups, III: interpolation by measures on small sets Colin C. Graham, Kathryn E. Hare Studia Mathematica Measure TheoryFourier TransformInterpolation SpaceSmall SetsDiscrete Measure	2005	21
The size of Lp-improving measures Colin C. Graham, Kathryn E. Hare, David L. Ritter Journal of Functional Analysis Measurement TheoryMeasurementQuality MetricPerformance MeasureLp-improving Measures	1989	21
$\varepsilon$-Kronecker and $I_{0}$ sets in abelian groups, I: arithmetic properties of $\varepsilon$-Kronecker sets Colin C. Graham, Kathryn E. Hare Mathematical Proceedings of the Cambridge Philosophical Society Step LengthE\subset \GammaGeometric Group TheoryDiscrete MeasureFunctional Analysis	2006	21
ε-Kronecker and I<sub>0</sub>sets in abelian groups, IV: interpolation by non-negative measures Colin C. Graham, Kathryn E. Hare Studia Mathematica Measure TheoryEngineeringNon-negative MeasuresInvariant MeasuresHermitian Function	2006	18
Characterizing Sidon sets by interpolation properties of subsets Colin C. Graham, Kathryn E. Hare Colloquium Mathematicum Geometric Group TheorySidon SetsCombinatorial DesignExtremal Set TheoryGeneral Sidon Sub	2008	17
$\varepsilon$-Kronecker and $I_{0}$ sets in abelian groups, II: sparseness of products of $\varepsilon$-Kronecker sets Colin C. Graham, Kathryn E. Hare, Thomas Körner Mathematical Proceedings of the Cambridge Philosophical Society Cluster AlgebraE\subset \GammaUnit CircleLie GroupGeneralized Function	2006	15
Existence of large ε-Kronecker and FZI<sub>0</sub>(U) sets in discrete abelian groups Colin C. Graham, Kathryn E. Hare Colloquium Mathematicum Compact Abelian GroupRepresentation TheoryDiscrete Abelian GroupsFrattini SubgroupOrdered Group	2012	14

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