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Graph Structure Theory
This volume contains the proceedings of the AMS-IMS-SIAM Joint Summer Research Conference on Graph Minors, held at the University of Washington in Seattle in the summer of 1991. Among the topics covered are: algorithms on tree-structured graphs, well-quasi-ordering, logic, infinite graphs, disjoint path problems, surface embeddings, knot theory, graph polynomials, matroid theory, and combinatorial optimization.
Polyhedral Combinatorics
This book, the first volume in the new DIMACS book series, contains the proceedings of the first DIMACS workshop. The workshop, which was held in June 1989 in Morristown, New Jersey, focused on polyhedral combinatorics. Two series of lectures were presented by L Lovasz and A Schrijver and there were a number of shorter lectures. The topics covered include multicommodity flows, graph matchings and colorings, the traveling salesman problem, integer programming, and complexity theory. Aimed at researchers in combinatorics and combinatorial optimization, this book will provide readers with an overview of recent advances in combinatorial optimization.
Combinatorial Optimization
This is a carefully refereed collection of invited survey articles written by outstanding researchers. Aimed at researchers in discrete mathematics, operations research, and the theory of computing, this book offers an in-depth look at many topics not treated in textbooks.
Excluding Infinite Clique Minors
Two of the authors proved a well-known conjecture of K. Wagner, that in any infinite set of finite graphs there are two graphs so that one is a minor of the other. A key lemma was a theorem about the structure of finite graphs that have no $K_n$ minor for a fixed integer $n$. Here, the authors obtain an infinite analog of this lemma--a structural condition on a graph, necessary and sufficient for it not to contain a $K_n$ minor, for any fixed infinite cardinal $n$.
Global Minimization of Nonconvex Energy Functions
This book contains refereed papers presented at a remarkable interdisciplinary scientific meeting attended by a mix of leading biochemists and computer scientists held at DIMACS in March 1995. It describes the development of a variety og new methods which are being developed for attacking the important problem of molecular structure.
Proceedings
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10 Real LSATs Grouped by Question Type
Designed as a study aid for the students of Manhattan Prep’s elite LSAT prep classes, 10 Real LSATs Grouped by Question Type provides students with an opportunity for targeted practice. Cut from Practice Tests 41-50, this book allows students to hone their skills on specific question types in Logical Reasoning, Logic Games, and Reading Comprehension, including Assumptions, Inferences, Binary Grouping, and more. In-depth explanations for every question are written by Manhattan Prep’s expert LSAT instructors and feature hand-drawn diagrams that allow students to get inside the mind of a 99th percentile scorer. By providing a means for targeted training, 10 Real LSATs Grouped by Question Type is an invaluable study tool, enabling students to get acclimated to the nuances of the exam and achieve a higher level of mastery on every question the LSAT has to offer!
Combinatorial Optimization
This book grew out of the fourth Special Year at DIMACS, which was devoted to the subject of combinatorial optimization. During the special year, a number of workshops, small and large, dealt with various aspects of this theme. Organizers of the workshops and selected participants were asked to write surveys about the hottest results and ideas in their fields. Therefore, this book is not a set of conference proceedings but rather a carefully refereed collection of invited survey articles written by outstanding researchers. Aimed at researchers in discrete mathematics, operations research, and.
