John Howie - Concepedia

Author

John Howie

University of St Andrews

Also Known As

G Will, Howie, James, J Howie, J M Howie, J. HOWIE, J. Howie, J. M. HOWIE, J. M. Howie, J.M Howie, J.M. Howie

252

Publications

6.6K

Citations

H-Index

Concepts

All Affiliations

University of St Andrews Mathematical Institute of the Slovak Academy of Sciences University of Glasgow University of Lisbon University of Essex

About

John Howie is an author at University of St Andrews specializing in representation theory, geometric group theory, and education.

Top Concepts

#	Concept	H-Index	Publications	Citations
1	Education	7	7	221
2	Engineering	5	5	575
3	Arts	1	1	12
4	Humanities	1	1	102
5	Classics	1	1	16

John Howie

Publications

2.5K

Citations

H-Index

Page 1

	Year	Citations
SEMIGROUPS AND COMBINATORIAL APPLICATIONS John Howie Bulletin of the London Mathematical Society Mathematical ProgrammingTopological SemigroupsCombinatorics On WordHistory Of ScienceEngineering	1980	523
The Subsemigroup Generated By the Idempotents of a Full Transformation Semigroup John Howie Journal of the London Mathematical Society Topological SemigroupsRepresentation TheoryFull Transformation SemigroupTransformation SemigroupsUniversal Algebra	1966	230
On the ranks of certain semigroups of order-preserving transformations Gracinda M. S. Gomes, John Howie Semigroup Forum Spectral TheoryTopological SemigroupsOrdered GroupTransformation SemigroupsCertain Semigroups	1992	176
Products of idempotents in certain semigroups of transformations John Howie Proceedings of the Edinburgh Mathematical Society Topological SemigroupsRepresentation TheorySingular Square MatrixFull Transformation SemigroupTopological Algebra	1971	116
Idempotent rank in finite full transformation semigroups John Howie, R. McFadden Proceedings of the Royal Society of Edinburgh Section A Mathematics Topological SemigroupsFull Transformation SemigroupSubsemigroup Sing NIdempotent RankTransformation Semigroups	1990	104
Epimorphisms and dominions. II John Howie, John Isbell Journal of Algebra Abstract Object TheoryHumanitiesUniversal Algebra	1967	102
On the ranks of certain finite semigroups of transformations Gracinda M. S. Gomes, John Howie Mathematical Proceedings of the Cambridge Philosophical Society Coxeter GroupTopological SemigroupsGeometric Group TheoryRepresentation TheoryGroup Theory (Counseling Psychology)	1987	87
The Maximum Idempotent-Separating Congruence on an Inverse Semigroup John Howie Proceedings of the Edinburgh Mathematical Society Topological SemigroupsInverse Semigroup SInverse SemigroupIdentical CongruenceUniversal Algebra	1964	80
Idempotent generators in finite full transformation semigroups John Howie Proceedings of the Royal Society of Edinburgh Section A Mathematics Topological SemigroupsFinite Set XIdempotent GeneratorsMinimal Set MTransformation Semigroups	1978	68
Constructions and presentations for monoids John Howie, Nik Ruškuc Communications in Algebra Coxeter GroupTopological SemigroupsBruck-reilly ExtensionAbstract AlgebraRepresentation Theory	1994	68

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