Titlebook: Discrete Geometry for Computer Imagery; 13th International C Attila Kuba,László G. Nyúl,Kálmán Palágyi Conference proceedings 2006 Springer

保存

Reconstruction Algorithm and Switching Graph for Two-Projection Tomography with Prohibited Subregiongorithm gives a solution. We then study the relation of the switching graph for the solution sets with and without the prohibited region. Finally, we apply our idea to get a better reconstruction figure imposing prohibited region artificially.

Cpr951

MARS

Quantised Angular Momentum Vectors and Projection Angle Distributions for Discrete Radon Transformate resulting angle sets are an alternative to those derived using the Farey fractions from number theory. The Farey angles arise naturally through the definitions of the Mojette and Finite Radon Transforms. Often a subset of the Farey angles needs to be selected when reconstructing images from a limi

Foolproof

A Benchmark Evaluation of Large-Scale Optimization Approaches to Binary Tomography problems, this tomography problem involves thousands of variables. Applicability and performance of discrete tomography therefore largely depend on the criteria used for reconstruction and the optimization algorithm applied. From this viewpoint, we evaluate two major optimization strategies, simula

变化

古老

Minimal Non-simple and Minimal Non-cosimple Sets in Binary Images on Cell Complexesent” and “26-simple” 1 in binary images on the 3-cells of a 3D cubical complex; the concepts of . and . 1 are generalizations of the concepts of “6-component” and “6-simple” 1. Over the past 20 years, the problems of determining just which sets of 1’s can be minimal non-simple, just which sets can b

grounded

Reusing Integer Homology Information of Binary Digital Images. For doing this, the homology of the object is encoded in an algebraic-topological format (that we call AM-model). Moreover, in the case of 3D binary digital images, having as input AM-models for the images . and ., we design fast algorithms for computing the integer homology of . ∪., . ∩. and . ∖.

遗产

ingrate

degradation