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Embeddability in Graphs (Hardcover)

Author: Liu, Yanpei

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Product Overview

This monograph provides a theoretical treatment of the problems related to the embeddability of graphs. Among these problems are the planarity and planar embeddings of a graph, the Gaussian crossing problem, the isomorphisms of polyhedra, surface embeddability, problems concerning graphic and cographic matroids and the knot problem from topology to combinatorics are discussed. Rectilinear embeddability, and the net-embeddability of a graph, which appears from the VSLI circuit design and has been much improved by the author recently, is also illustrated. Furthermore, some optimization problems related to planar and rectilinear embeddings of graphs, including those of finding the shortest convex embedding with a boundary condition and the shortest triangulation for given points on the plane, the bend and the area minimizations of rectilinear embeddings, and several kinds of graph decompositions are specially described for conditions efficiently solvable. At the end of each chapter, the Notes Section sets out the progress of related problems, the background in theory and practice, and some historical remarks. Some open problems with suggestions for their solutions are mentioned for further research. *Author: Liu, Yanpei/ Liu Yanpei, Yanpei/ Liu Yanpei *Series Title: Mathematics and Its Applications *Series Number: 338 *Binding Type: Hardcover *Number of Pages: 420 *Publication Date: 1996/03/31 *Language: English *Dimensions: 9.21 x 6.14 x 0.94 inches

Specifications

Publisher Kluwer Academic Pub
Mfg Part# 9780792336488
SKU 211003127
Format Hardcover
ISBN10 0792336488
Release Date 4/21/2009
Product Attributes
Book Format Hardcover
Number of Pages 0414
Publisher Springer
Series Part 338
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