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Discrete Geometry for Computer Imagery

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Cover of 'Discrete Geometry for Computer Imagery'

Table of Contents

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    Book Overview
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    Chapter 1 Freeform Architecture and Discrete Differential Geometry
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    Chapter 2 A Guided Tour of Connective Morphology: Concepts, Algorithms, and Applications
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    Chapter 3 Collaborating with an Artist in Digital Geometry
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    Chapter 4 Honeycomb Geometry: Rigid Motions on the Hexagonal Grid
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    Chapter 5 Large Families of “Grey” Arrays with Perfect Auto-Correlation and Optimal Cross-Correlation
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    Chapter 6 The Minimum Barrier Distance: A Summary of Recent Advances
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    Chapter 7 Convexity-Preserving Rigid Motions of 2D Digital Objects
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    Chapter 8 Weighted Distances on the Trihexagonal Grid
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    Chapter 9 An Integer Programming Approach to Characterize Digital Disks on the Triangular Grid
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    Chapter 10 High-Level Algorithm Prototyping: An Example Extending the TVR-DART Algorithm
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    Chapter 11 A Parametric Level-Set Method for Partially Discrete Tomography
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    Chapter 12 Maximal N-Ghosts and Minimal Information Recovery from N Projected Views of an Array
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    Chapter 13 Ambiguity Results in the Characterization of hv -convex Polyominoes from Projections
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    Chapter 14 Mojette Transform on Densest Lattices in 2D and 3D
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    Chapter 15 Fuzzy Directional Enlacement Landscapes
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    Chapter 16 An Introduction to Gamma-Convergence for Spectral Clustering
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    Chapter 17 Digital Surface Regularization by Normal Vector Field Alignment
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    Chapter 18 Opening Holes in Discrete Objects with Digital Homotopy
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    Chapter 19 Well-Composedness in Alexandrov Spaces Implies Digital Well-Composedness in $$\mathbb {Z}^n$$
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    Chapter 20 Heat Kernel Laplace-Beltrami Operator on Digital Surfaces
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    Chapter 21 Efficiently Updating Feasible Regions for Fitting Discrete Polynomial Curve
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    Chapter 22 A New Shape Descriptor Based on a Q -convexity Measure
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    Chapter 23 Recognition of Digital Polyhedra with a Fixed Number of Faces Is Decidable in Dimension 3
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    Chapter 24 Reconstructions of Noisy Digital Contours with Maximal Primitives Based on Multi-scale/Irregular Geometric Representation and Generalized Linear Programming
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    Chapter 25 Euclidean and Geodesic Distance Profiles
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    Chapter 26 Greyscale Image Vectorization from Geometric Digital Contour Representations
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    Chapter 27 The Boolean Map Distance: Theory and Efficient Computation
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    Chapter 28 Fast and Efficient Incremental Algorithms for Circular and Spherical Propagation in Integer Space
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    Chapter 29 Study on the Digitization Dual Combinatorics and Convex Case
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    Chapter 30 Algorithmic Construction of Acyclic Partial Matchings for Multidimensional Persistence
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    Chapter 31 Digital Primitives Defined by Weighted Focal Set
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Title
Discrete Geometry for Computer Imagery
Published by
Springer International Publishing, September 2017
DOI 10.1007/978-3-319-66272-5
ISBNs
978-3-31-966271-8, 978-3-31-966272-5
Editors

Kropatsch, Walter G., Artner, Nicole M., Janusch, Ines

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Mendeley readers

The data shown below were compiled from readership statistics for 2 Mendeley readers of this research output. Click here to see the associated Mendeley record.

Geographical breakdown

Country Count As %
Unknown 2 100%

Demographic breakdown

Readers by professional status Count As %
Student > Ph. D. Student 1 50%
Student > Postgraduate 1 50%
Readers by discipline Count As %
Environmental Science 1 50%
Computer Science 1 50%