Seymour Schuster - Concepedia

Author

Seymour Schuster

Carleton College

Also Known As

S. Schuster, Seymour Schuster

Publications

341

Citations

H-Index

Concepts

All Affiliations

Carleton College Western Michigan University

About

Seymour Schuster is an author at Carleton College specializing in graph theory, discrete mathematics, and education.

Top Concepts

#	Concept	H-Index	Publications	Citations
1	Education	3	3	53
2	Engineering	2	2	21
3	Business	1	1	37
4	Mathematics Education	1	1	10
5	Combinatorial Optimization	1	1	12

Seymour Schuster

Publications

269

Citations

H-Index

Page 1

	Year	Citations
Every (<i>p</i>, <i>p</i>‐2) graph is contained in its complement David Burns, Seymour Schuster Journal of Graph Theory Network ScienceGraph TheoryAlgebraic Graph TheoryStructural Graph TheoryTopological Graph Theory	1977	55
On the existence of specified cycles in complementary graphs Gary Chartrand, Seymour Schuster Bulletin of the American Mathematical Society	1971	43
Embedding graphs in their complements Ralph J. Faudree, Cecil Rousseau, R. H. Schelp, Czechoslovak Mathematical Journal Graph TheoryAlgebraic Graph TheoryStructural Graph TheoryTopological Graph TheoryKnowledge Discovery	1981	37
Embedding (p,p−1) graphs in their complements David Burns, Seymour Schuster Israel Journal of Mathematics Graph TheoryAlgebraic Graph TheoryStructural Graph TheoryTopological Graph TheoryDiscrete Mathematics	1978	35
ON THE INDEPENDENCE NUMBERS OF COMPLEMENTARY GRAPHS Gary Chartrand, Seymour Schuster Transactions of the New York Academy of Sciences Ramsey NumbersGeometric Graph TheoryGraph TheoryAlgebraic Graph TheoryStructural Graph Theory	1974	31
Fixed‐point‐free embeddings of graphs in their complements Seymour Schuster International Journal of Mathematics and Mathematical Sciences	1978	20
Interpolation theorem for the number of end‐vertices of spanning trees Seymour Schuster Journal of Graph Theory Geometric Graph TheoryFollowing Interpolation TheoremGraph TheoryTopological Graph TheoryGraph G	1983	15
A sufficient condition for graphs with 1-factors Gary Chartrand, Donald L. Goldsmith, Seymour Schuster Colloquium Mathematicum Graph TheoryAlgebraic Graph TheoryStructural Graph TheoryExtremal Graph TheorySufficient Condition	1979	12
Constructions for poles and polars in<i>n</i>-dimensions Arthur P. Dempster, Seymour Schuster Pacific Journal of Mathematics Spectral TheoryDiscrete GeometryEngineeringGeometryTheta Function	1955	11
Geometry: A High School Course. Seymour Schuster, Serge Lang, Gene Murrow American Mathematical Monthly Geometric ModelingMathematics EducationDiscrete GeometryEngineeringGeometric Algorithm	1986	10

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