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Computational Geometry, Graphs and Applications

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Cover of 'Computational Geometry, Graphs and Applications'

Table of Contents

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    Book Overview
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    Chapter 1 Determination of All Tessellation Polyhedra with Regular Polygonal Faces
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    Chapter 2 Regular Graphs with Maximum Forest Number
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    Chapter 3 Semi Voronoi Diagrams
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    Chapter 4 Making Polygons by Simple Folds and One Straight Cut
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    Chapter 5 Common Unfoldings of Polyominoes and Polycubes
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    Chapter 6 Affine Equivalent Classes of Parallelohedra
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    Chapter 7 Fréchet-Distance on Road Networks
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    Chapter 8 Acute Triangulations of the Cuboctahedral Surface
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    Chapter 9 Edge Clique Partition of K 4 -Free and Planar Graphs
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    Chapter 10 Generation of Polyiamonds for p6 Tiling by the Reverse Search
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    Chapter 11 Continuous Flattening of Platonic Polyhedra
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    Chapter 12 Minimal Embedding of Hypercubic Graphs on Surface
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    Chapter 13 A Morphology Method for Determining the Number of Clusters Present in Spectral Co-clustering Documents and Words
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    Chapter 14 A Property about the Convex Lattice Set in ℤ 2
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    Chapter 15 On the Diameter of a Circle to Hold a Cube
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    Chapter 16 An A* Algorithm Framework for the Point-to-Point Time-Dependent Shortest Path Problem
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    Chapter 17 Monotonic Polygons and Paths in Weighted Point Sets
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    Chapter 18 Simple Characterization of LR-visibility Polygons
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    Chapter 19 A 7/6-Approximation Algorithm for the Max-Min Connected Bipartition Problem on Grid Graphs
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    Chapter 20 Local Modification of Skin Surface Mesh: Towards Free-Form Skin Surface Deformation
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    Chapter 21 A Kind of Triangle Covering and Packing Problem
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    Chapter 22 Consecutive Edge-Colorings of Generalized θ -Graphs
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Title
Computational Geometry, Graphs and Applications
Published by
Springer Berlin Heidelberg, November 2011
DOI 10.1007/978-3-642-24983-9
ISBNs
978-3-64-224982-2, 978-3-64-224983-9
Editors

Akiyama, Jin, Bo, Jiang, Kano, Mikio, Tan, Xuehou, Akiyama, Jin, Bo, Jiang, Kano, Mikio, Tan, Xuehou

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