Lecture Notes in Computer Science; Digital and Image Geometry; Copyright; Preface; Table of Contents; An Axiomatic Approach to Digital Topology★; Generic Programming Techniques that Make Planar Cell Complexes Easy to Use; Algorithms and Data Structures for Computer Topology; Computer Presentation of 3-Manifolds; "Continuous" Multifunctions in Discrete Spaces with Applications to Fixed Point Theory; SpaMod: Design of a Spatial Modeling Tool; Introduction to Combinatorial Pyramids; Representing Vertex-Based Simplicial Multi-complexes; Discrete Polyhedrization of a Lattice Point Set Digital Partitions EncodingStability and Instability in Discrete Tomography; Point-to-Line Mappings and Hough Transforms; Digital Lines and Digital Convexity; Curvature Flow in Discrete Space; Hausdorff Sampling of Closed Sets into a Boundedly Compact Space; Cell Complexes and Digital Convexity; Approximation of 3D Shortest Polygons in Simple Cube Curves; Segmentation and Length Estimation of 3D Discrete Curves; Multigrid Convergence of Geometric Features; Length Estimation for Curves with Different Samplings; The 2-D Leap-Frog: Integrability, Noise, and Digitization. On Approximation of Jordan Surfaces in 3DSimilarity Measure Computation of Convex Polyhedra Revisited; Reversible Surface Skeletons of 3D Objects by Iterative Thinning of Distance Transforms; Distance Transformation and Skeletonization of 3D Pictures and Their Applications to Medical Images; About the Limiting Behaviour of Iterated Robust Morphological Operators; Collinearity and Weak Collinearity in the Digital Plane; Author Index.