D. H. McLain - Concepedia

Author

D. H. McLain

Westinghouse Electric (United States)

Also Known As

D. H. McLain

Publications

888

Citations

H-Index

Concepts

All Affiliations

Westinghouse Electric (United States)University of Sheffield University of Glasgow

About

D. H. McLain is an author at Westinghouse Electric (United States) specializing in geometric group theory, education, and representation theory.

Top Concepts

#	Concept	H-Index	Publications	Citations
1	Education	4	4	147
2	Natural Sciences	3	3	671
3	Engineering	1	1	200
4	Social Sciences	1	1	442
5	Biochemistry	1	1	29

D. H. McLain

Publications

874

Citations

H-Index

Page 1

	Year	Citations
Drawing Contours from Arbitrary Data Points D. H. McLain The Computer Journal Geometric ModelingCartographyGeometric InterpolationMachine VisionArbitrary Data Points	1974	442
Two Dimensional Interpolation from Random Data D. H. McLain The Computer Journal Numerical AnalysisEngineeringSubdivision SurfaceComputer-aided DesignCurve Fitting	1976	200
A characteristically simple group D. H. McLain Mathematical Proceedings of the Cambridge Philosophical Society Geometric Group TheoryRepresentation TheoryLinear GroupsFrattini SubgroupEducation	1954	51
On locally nilpotent groups D. H. McLain, P. Hall Mathematical Proceedings of the Cambridge Philosophical Society Geometric Group TheoryRepresentation TheoryNilpotent GroupsFrattini SubgroupEducation	1956	41
Remarks on the Upper Centralc Series of a Group D. H. McLain Proceedings of the Glasgow Mathematical Association Coxeter GroupGeometric Group TheoryUpper Centralc SeriesFrattini SubgroupOrdered Group	1956	31
FC-nilpotent and FC-soluble groups Alison Duguid, D. H. McLain Mathematical Proceedings of the Cambridge Philosophical Society Coxeter GroupArbitrary Group GRepresentation TheoryGroup Theory (Counseling Psychology)Biochemistry	1956	29
Finiteness Conditions in Locally Soluble Groups D. H. McLain Journal of the London Mathematical Society Representation TheoryFrattini SubgroupGroup RepresentationNilpotent GroupFiniteness Conditions	1959	28
Algorithm 514: A New Method of Cubic Curve Fitting Using Local Data [E2] T. R. Ellis, D. H. McLain ACM Transactions on Mathematical Software	1977	26
The existence of subgroups of given order in finite groups D. H. McLain Mathematical Proceedings of the Cambridge Philosophical Society Order TheoryGeometric Group TheoryLinear GroupsArbitrary SubgroupsPossible Order	1957	26

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