Algebraic and Geometric Combinatorics

Name: Algebraic and Geometric Combinatorics
Brand: Elsevier
Price: 54.95 EUR
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E. Mendelsohn(Editor)

Elsevier (Publisher)

Published on 1. January 1982

375 pages

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978-0-08-087176-9 (ISBN)

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Front Cover
Algebraic and Geometric Combinatorics
Copyright Page
Contents
Nathan Saul Mendelsohn
Nathan Mendelsohn As I have known him
Editor's preface
Chapter 1. On hamiltonian cycles in metacirculant graphs
Chapter 2. Embedding latin squares with prescribed diagonal
Chapter 3. A direct construction for latin squares without proper subsquares
Chapter 4. High chromatic rigid graphs II
Chapter 5. Direct constructions for perfect 3-cyclic designs
Chapter 6. Distance-regular graphs with diameter three
Chapter 7. Colour schemes
Chapter 8. The analysis of directed triple systems by refinement
Chapter 9. On the product of all elements in a finite group
Chapter 10. Enumeration of symmetric designs (25,9,3)
Chapter 11. On pairwise balanced block designs with the sizes of blocks as uniform as possible
Chapter 12. Finite representations of two-variable identities or why are finite fields important in combinatorics ?
Chapter 13. Some connections between Steiner systems and self-conjugate sets of M.O.L.S.
Chapter 14. Incidence-geometric aspects of finite abelian groups
Chapter 15. Two remarks on the Mendelsohn-Dulmage theorem
Chapter 16. Düroids
Chapter 17. Lattice polyhedra II: Generalization, construction and examples
Chapter 18. A partial geometry pg (9, 8, 4)
Chapter 19. Homomorphism interpolation and approximation
Chapter 20. Prolongation in m -dimensional permutation cubes
Chapter 21. Match-tables
Chapter 22. On the sequenceability of dihedral groups
Chapter 23. A combinatorial construction of the small Mathieu designs and groups
Chapter 24. Embeddings and prescribed intersections of transitive triple systems
Chapter 25. Simple Steiner quadruple systems
Chapter 26. On linked arrays of pairs
Chapter 27. Rectagraphs, diagrams, and Suzuki's sporadic simple group
Chapter 28. Logic of equality in geometry
Chapter 29. On axial automorphisms of symmetric designs
Chapter 30. Pictures in lattice theory
Chapter 31. On mutually orthogonal resolutions and near-resolutions
Appendix. Research papers by N.S. Mendelsohn

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Algebraic and Geometric Combinatorics

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