Combinatorics and Theoretical Computer Science
Proceedings of the Capital City Conference, Washington, DC, USA, 22-26 May 1989
R. Simion(Editor)
Elsevier (Publisher)
Published on 5. February 1992
Book
Hardback
296 pages
978-0-444-89360-4 (ISBN)
Description
Important connections between Theoretical Computer Science and Combinatorics have been shown by advances in both fields resulting from cross-boundary collaborations and the awareness of problems and techniques specific to both fields. The publication of this volume - the first in the series "Topics in Discrete Mathematics" - allows a wide audience to appreciate the wealth of beautiful results, the power of the techniques, the excitement of open problems and prospective developments in several aspects of both fields. Included are surveys written in a style which bears in mind both the interests of the specialist and non-specialist. The list of recommended reading may encourage interested readers to pursue the study of the topics in depth.
Important connections between Theoretical Computer Science and Combinatorics have been shown by advances in both fields resulting from cross-boundary collaborations and the awareness of problems and techniques specific to both fields. The publication of this volume - the first in the series "Topics in Discrete Mathematics" - allows a wide audience to appreciate the wealth of beautiful results, the power of the techniques, the excitement of open problems and prospective developments in several aspects of both fields. Included are surveys written in a style which bears in mind both the interests of the specialist and non-specialist. The list of recommended reading may encourage interested readers to pursue the study of the topics in depth.
Important connections between Theoretical Computer Science and Combinatorics have been shown by advances in both fields resulting from cross-boundary collaborations and the awareness of problems and techniques specific to both fields. The publication of this volume - the first in the series "Topics in Discrete Mathematics" - allows a wide audience to appreciate the wealth of beautiful results, the power of the techniques, the excitement of open problems and prospective developments in several aspects of both fields. Included are surveys written in a style which bears in mind both the interests of the specialist and non-specialist. The list of recommended reading may encourage interested readers to pursue the study of the topics in depth.
More details
Series
Language
English
Place of publication
Oxford
United Kingdom
Publishing group
Elsevier Science & Technology
Target group
College/higher education
Professional and scholarly
Dimensions
Height: 230 mm
ISBN-13
978-0-444-89360-4 (9780444893604)
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Schweitzer Classification
Content
Constructive Complexity (K. Abrahamson et al.). q-Functional Equations and Some Partition Identities (A.K. Agarwal). On doing Todd-Coxeter Coset Enumeration in Parallel (S. Akl et al.). The Mapmaker's Dilemma (R. Beigel, W.I. Gasarch). Computation of the Expected Number of Leaves in a Tree having a Given Automorphism, and related topics (F. Bergeron, G. Labelle, P. Leroux). Generalized Flags in Finite Abelian p -Groups (L.M. Butler). Threshold Functions for Local Properties of Graphs: Triangles (L.H. Clark, R.C. Entringer, L.A. Szekely). Brick Tabloids and the Connection Matrices between Bases of Symmetric Functions (O. Egecioglu, J.B. Remmel). Matchings and Cycle Covers in Random Digraphs (J. Gimbel, E.M. Palmer). Semigroup Automaton Structure by Homomorphism and Domain Partition (B. Greenblatt, W.R. Edwards Jr.). Linear and Nonlinear Inequalities concerning a certain Combinatorial Sequence which arises from Counting the Number of Chains of a Finite Distributive Lattice (T. Hibi). On a Unique Tree Representation for P 4 -Extendible Graphs (B. Jamison, S. Olariu). An Introduction to Randomized Algorithms (R.M. Karp). Improved Bounds for Harmonic-Based Bin Packing Algorithms (M.B. Richey). The Riordan Group (L.W. Shapiro et al.). Some Applications of Algebra to Combinatorics (R.P. Stanley). The Maximum Number of Winning 2-Sets (D.B. West). Reading List.