Graph Drawing

Table of Contents

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   Book Overview
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   Chapter 1 The Anatomy of a Geometric Algorithm
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   Chapter 2 Turn-Regularity and Planar Orthogonal Drawings
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   Chapter 3 Combining Graph Labeling and Compaction
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   Chapter 4 Almost Bend-Optimal Planar Orthogonal Drawings of Biconnected Degree-3 Planar Graphs in Quadratic Time
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   Chapter 5 Fully Dynamic 3-Dimensional Orthogonal Graph Drawing
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   Chapter 6 An E log E Line Crossing Algorithm for Levelled Graphs
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   Chapter 7 Level Planar Embedding in Linear Time
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   Chapter 8 Higres — Visualization System for Clustered Graphs and Graph Algorithms
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    Chapter 9 Partitioning Approach to Visualization of Large Graphs
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    Chapter 10 Graph Clustering Using Distance-k Cliques
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    Chapter 11 A Framework for Circular Drawings of Networks
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    Chapter 12 Drawing Planar Graphs with Circular Arcs
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    Chapter 13 Drawing Graphs in the Hyperbolic Plane
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    Chapter 14 Graph Planarity and Related Topics
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    Chapter 15 Grid Drawings of Four-Connected Plane Graphs
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    Chapter 16 Graph Embedding with Topological Cycle-Constraints
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    Chapter 17 Embedding Vertices at Points: Few Bends Suffice for Planar Graphs
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    Chapter 18 The Constrained Crossing Minimization Problem
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    Chapter 19 Planarity-Preserving Clustering and Embedding for Large Planar Graphs
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    Chapter 20 An Algorithm for Drawing Compound Graphs
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    Chapter 21 The Vertex-Exchange Graph: A New Concept for Multi-level Crossing Minimisation
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    Chapter 22 Using Sifting for k -Layer Straightline Crossing Minimization
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    Chapter 23 On 3-Layer Crossings and Pseudo Arrangements
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    Chapter 24 Visualizing Algorithms for the Design and Analysis of Survivable Networks
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    Chapter 25 LayoutShow: A Signed Applet/Application for Graph Drawing and Experimentation
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    Chapter 26 Centrality in Policy Network Drawings
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    Chapter 27 Straight-Line Drawings of Protein Interactions
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    Chapter 28 Art of Drawing
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    Chapter 29 An Heuristic for Graph Symmetry Detection
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    Chapter 30 Isomorphic Subgraphs
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    Chapter 31 Orthogonal and Quasi-upward Drawings with Vertices of Prescribed Size
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    Chapter 32 Multi-dimensional Orthogonal Graph Drawing with Small Boxes
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    Chapter 33 Geometric Realization of Simplicial Complexes
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    Chapter 34 Visibility Representations of Complete Graphs
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    Chapter 35 Triangle-Free Planar Graphs as Segments Intersection Graphs
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    Chapter 36 A Force-Directed Algorithm that Preserves Edge Crossing Properties
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    Chapter 37 Rectangle of Influence Drawings of Graphs without Filled 3-Cycles
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    Chapter 38 Voronoi Drawings of Trees
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    Chapter 39 Infinite Trees and the Future
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    Chapter 40 Latour — A Tree Visualisation System
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    Chapter 41 Graph-Drawing Contest Report
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    Chapter 42 Hunting Down Graph B
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    Chapter 43 Orthogonal and Straight-Line Drawings of Graphs with Succinct Representations
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    Chapter 44 Electronic Biochemical Pathways