Combinatorics Advances

Table of Contents

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   Book Overview
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   Chapter 1 On a Conjecture of A. Hartman
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   Chapter 2 Some Problems in Total Graph Theory
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   Chapter 3 Construction Techniques for Mutually Orthogonal Latin Squares
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   Chapter 4 The Spectrum of R -Orthogonal Latin Squares
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   Chapter 5 General Theory of Translation Invariant Systems
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   Chapter 6 Some Mathematical Problems Arising in Molecular Bioinformatics: The Concept of Bioinformatics
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   Chapter 7 An Algorithmic Approach to Tilings
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   Chapter 8 A New Connection Between Convex Geometry and Threshold Logic
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    Chapter 9 The Unity of Combinatorics
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    Chapter 10 Unsolved Problems in Combinatorial Games
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    Chapter 11 ( F , 2)—Rotational Steiner Triple Systems
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    Chapter 12 A Simple Polynomial Time Algorithm for a Convex Hull Problem Equivalent to Linear Programming
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    Chapter 13 A Linear-Time Algorithm for Minimum Cost Flow on Undirected One-Trees
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    Chapter 14 An Asymptotic Existence Result for Orthogonal Designs
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    Chapter 15 Decomposition of Complete Tripartite Graphs Into 5-Cycles
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    Chapter 16 The NSM of a Graph
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    Chapter 17 Zero-Knowledge Proofs for Independent Set and Dominating Set Problems
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    Chapter 18 Exploring the Spectrum of Values of Permanents by Simulated Annealing
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    Chapter 19 Vector-Weighted Matchings
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    Chapter 20 Directed Quadruple Designs
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    Chapter 21 Bounding Two-Terminal Network Reliability via Surface Duality
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    Chapter 22 Defining Sets for Block Designs: An Update
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    Chapter 23 Open Problems at the Combinatorics Workshop of Aimc25 (Tehran, 1994)