Discrete Geometry for Computer Imagery

Table of Contents

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   Book Overview
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   Chapter 1 Facet Connectedness of Discrete Hyperplanes with Zero Intercept: The General Case
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   Chapter 2 About the Maximum Cardinality of the Digital Cover of a Curve with a Given Length
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   Chapter 3 Binary Pictures with Excluded Patterns
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   Chapter 4 2D Topological Map Isomorphism for Multi-Label Simple Transformation Definition
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   Chapter 5 Isthmus-Based Parallel and Asymmetric 3D Thinning Algorithms
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   Chapter 6 Completions and Simple Homotopy
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   Chapter 7 2D Subquadratic Separable Distance Transformation for Path-Based Norms
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   Chapter 8 Anti-Aliased Euclidean Distance Transform on 3D Sampling Lattices
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    Chapter 9 Efficient Neighbourhood Computing for Discrete Rigid Transformation Graph Search
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    Chapter 10 The Minimum Barrier Distance – Stability to Seed Point Position
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    Chapter 11 Efficient Computation of the Outer Hull of a Discrete Path
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    Chapter 12 Voronoi-Based Geometry Estimator for 3D Digital Surfaces
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    Chapter 13 An Arithmetical Characterization of the Convex Hull of Digital Straight Segments
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    Chapter 14 Parameter-Free and Multigrid Convergent Digital Curvature Estimators
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    Chapter 15 Freeman Digitization and Tangent Word Based Estimators
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    Chapter 16 Determination of Length and Width of a Line-Segment by Using a Hough Transform
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    Chapter 17 Stable Shape Comparison of Surfaces via Reeb Graphs
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    Chapter 18 About Multigrid Convergence of Some Length Estimators
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    Chapter 19 Non-additive Bounded Sets of Uniqueness in ℤ n
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    Chapter 20 Back-Projection Filtration Inversion of Discrete Projections
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    Chapter 21 Discrete Tomography Reconstruction Algorithms for Images with a Blocking Component
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    Chapter 22 An Entropic Perturbation Approach to TV-Minimization for Limited-Data Tomography
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    Chapter 23 Fourier Inversion of the Mojette Transform
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    Chapter 24 Uniqueness Regions under Sets of Generic Projections in Discrete Tomography
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    Chapter 25 Adaptive Grid Refinement for Discrete Tomography
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    Chapter 26 Exact Evaluation of Stochastic Watersheds: From Trees to General Graphs
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    Chapter 27 On Making n D Images Well-Composed by a Self-dual Local Interpolation
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    Chapter 28 Discrete Geometry for Computer Imagery
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    Chapter 29 Algorithms for Fast Digital Straight Segments Union
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    Chapter 30 Digital Geometry from a Geometric Algebra Perspective
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    Chapter 31 Segmentation of 3D Articulated Components by Slice-Based Vertex-Weighted Reeb Graph
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    Chapter 32 Taylor Optimal Kernel for Derivative Etimation
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    Chapter 33 On Finding Spherical Geodesic Paths and Circles in ℤ 3
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    Chapter 34 Discrete Curve Evolution on Arbitrary Triangulated 3D Mesh