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Preface | ||
Contributors | ||
I | Foundations | 1 |
1 | Discrete Tomography: A Historical Overview | 3 |
2 | Sets of Uniqueness and Additivity in Integer Lattices | 35 |
3 | Tomographic Equivalence and Switching Operations | 59 |
4 | Uniqueness and Complexity in Discrete Tomography | 85 |
5 | Reconstruction of Plane Figures from Two Projections | 115 |
6 | Reconstruction of Two-Valued Functions and Matrices | 137 |
7 | Reconstruction of Connected Sets from Two Projections | 163 |
II | Algorithms | 189 |
8 | Binary Tomography Using Gibbs Priors | 191 |
9 | Probabilistic Modeling of Discrete Images | 213 |
10 | Multiscale Bayesian Methods for Discrete Tomography | 237 |
11 | An Algebraic Solution for Discrete Tomography | 265 |
12 | Binary Steering of Nonbinary Iterative Algorithms | 285 |
13 | Reconstruction of Binary Images via the EM Algorithm | 297 |
14 | Compact Object Reconstruction | 317 |
III | Applications | 343 |
15 | CT-Assisted Engineering and Manufacturing | 345 |
16 | 3D Reconstruction from Sparse Radiographic Data | 363 |
17 | Heart Chamber Reconstruction from Biplane Angiography | 385 |
18 | Discrete Tomography in Electron Microscopy | 405 |
19 | Tomography on the 3D-Torus and Crystals | 417 |
20 | A Recursive Algorithm for Diffuse Planar Tomography | 435 |
21 | From Orthogonal Projections to Symbolic Projections | 455 |
Index | 472 |
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