Graeme L. Cohen - Concepedia

Author

Graeme L. Cohen

University of Technology Sydney

Also Known As

G. Cohen, G. L. Cohen, G.L Cohen, G.L. Cohen, Graeme Cohen, Graeme L. Cohen

Publications

505

Citations

H-Index

Concepts

All Affiliations

University of Technology Sydney Temple University

About

Graeme L. Cohen is an author at University of Technology Sydney specializing in discrete mathematics, engineering, and harmonic mitigation.

Top Concepts

#	Concept	H-Index	Publications	Citations
1	Engineering	2	2	92
2	Business	1	1	23
3	Natural Sciences	1	1	73
4	Computer Science	1	1	19
5	Physics	1	1	73

Graeme L. Cohen

Publications

283

Citations

H-Index

Page 1

	Year	Citations
On binary constructions of quantum codes Graeme L. Cohen, S. Encheva, Simon Litsyn IEEE Transactions on Information Theory Quantum ScienceQuantum CryptographyQuantum SecurityEngineeringQuantum Computing	1999	73
On the largest component of an odd perfect number Graeme L. Cohen Journal of the Australian Mathematical Society Series A Pure Mathematics and Statistics Geometry Of NumberOdd Perfect NumberAnalytic Number TheoryComputational Number Theory	1987	30
Some results concerning quasiperfect numbers Peter Hagis, Graeme L. Cohen Journal of the Australian Mathematical Society Series A Pure Mathematics and Statistics Computational Number TheoryAnalytic Number TheoryQuasiperfect NumberAnalytic CombinatoricsQuasiperfect Numbers	1982	28
Discriminating codes in bipartite graphs Emmanuel Charbit, Irène Charon, Graeme L. Cohen, Electronic Notes in Discrete Mathematics Graph TheoryStructural Graph TheoryKnowledge DiscoveryBusinessDiscrete Mathematics	2006	23
On the conjecture of Jesmanowicz concerning Pythagorean triples Deng Mou-jie, Graeme L. Cohen Bulletin of the Australian Mathematical Society Geometry Of NumberComputational Number TheoryFull ConjecturePrime Positive IntegersAnalytic Number Theory	1998	22
On odd perfect numbers (II), multiperfect numbers and quasiperfect numbers Graeme L. Cohen Journal of the Australian Mathematical Society Series A Pure Mathematics and Statistics Computational Number TheoryOdd Perfect NumbersNew Lower BoundsQuasiperfect NumberAnalytic Number Theory	1980	19
A new lower bound for odd perfect numbers Richard P. Brent, Graeme L. Cohen Mathematics of Computation EngineeringComputational Number TheoryOdd Perfect NumbersAnnotation Encoding=Proof Complexity	1989	19
Every odd perfect number has a prime factor which exceeds 10⁶ Peter Hagis, Graeme L. Cohen Mathematics of Computation Math XmlnsComputational Number TheoryPrime FactorAnnotation Encoding=Odd Perfect Number	1998	18
Numbers whose positive divisors have small integral harmonic mean Graeme L. Cohen Mathematics of Computation Math XmlnsAnnotation Encoding=Analytic Number TheoryHarmonic NumbersPositive Divisors	1997	11
On an integer’s infinitary divisors Graeme L. Cohen Mathematics of Computation	1990	10

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