European University Institute Library

Topological Methods in Data Analysis and Visualization V, Theory, Algorithms, and Applications, edited by Hamish Carr, Issei Fujishiro, Filip Sadlo, Shigeo Takahashi

Label
Topological Methods in Data Analysis and Visualization V, Theory, Algorithms, and Applications, edited by Hamish Carr, Issei Fujishiro, Filip Sadlo, Shigeo Takahashi
Language
eng
resource.imageBitDepth
0
Literary Form
non fiction
Main title
Topological Methods in Data Analysis and Visualization V
Medium
electronic resource
Nature of contents
dictionaries
Responsibility statement
edited by Hamish Carr, Issei Fujishiro, Filip Sadlo, Shigeo Takahashi
Series statement
Mathematics and Visualization,, 1612-3786Springer eBooks.
Sub title
Theory, Algorithms, and Applications
Summary
This collection of peer-reviewed workshop papers provides comprehensive coverage of cutting-edge research into topological approaches to data analysis and visualization. It encompasses the full range of new algorithms and insights, including fast homology computation, comparative analysis of simplification techniques, and key applications in materials and medical science. The book also addresses core research challenges such as the representation of large and complex datasets, and integrating numerical methods with robust combinatorial algorithms. In keeping with the focus of the TopoInVis 2017 Workshop, the contributions reflect the latest advances in finding experimental solutions to open problems in the sector. They provide an essential snapshot of state-of-the-art research, helping researchers to keep abreast of the latest developments and providing a basis for future work. Gathering papers by some of the world’s leading experts on topological techniques, the book represents a valuable contribution to a field of growing importance, with applications in disciplines ranging from engineering to medicine.--, Provided by publisher
Table Of Contents
Persistence -- Scalar Topology -- Time-Varying Topology -- Multivariate Topology -- Other Forms of Topology
Content