This survey paper provides an overview of topological visualisation techniques for scalar data sets. Topological algorithms are used to reduce scalar fields to a skeleton by mapping critical changes in the topology to the vertices of graph structures. These can be visualised using graph drawing techniques or used as a method of seeding meshes of distinct objects existing in the data. Many techniques are discussed in detail, beginning with a review of algorithms working on scalar fields defined with a single variable, and then generalised to multivariate and temporal data. The survey is completed with a discussion of methods of presenting data in higher dimensions
Recent development in the design of multi-dimensional transfer functions allows us to automatically ...
This system paper presents the Topology ToolKit (TTK), a software platform designed for the topologi...
A wide variety of techniques have been developed for the visualization of scalar, vector and tensor ...
This survey paper provides an overview of topological visualisation techniques for scalar data sets....
This survey paper provides an overview of topological visualisation techniques for scalar data sets....
This thesis discusses several applications of computational topology to the visualization of scalar...
Scientific visualization aims at helping users (i) abstract, (ii) interact with and (iii) analyze si...
Scalar fields occur quite commonly in several application areas in both static and time-dependent fo...
In topological data analysis and visualization, topological descriptors such as persistence diagrams...
Combining theoretical and practical aspects of topology, this book delivers a comprehensive and self...
Lattice QCD is an established field of research in theoretical physics in the pursuit of under-stand...
This book contains papers presented at the Workshop on the Analysis of Large-scale, High-Dimensional...
We present an approach to visualizing correlations in 3D multifield scalar data. The core of our app...
Summary. This chapter gives an overview on topological methods for vector field process-ing. After i...
Scalar fields arise in every scientific application. Existing scalar visualization techniques requir...
Recent development in the design of multi-dimensional transfer functions allows us to automatically ...
This system paper presents the Topology ToolKit (TTK), a software platform designed for the topologi...
A wide variety of techniques have been developed for the visualization of scalar, vector and tensor ...
This survey paper provides an overview of topological visualisation techniques for scalar data sets....
This survey paper provides an overview of topological visualisation techniques for scalar data sets....
This thesis discusses several applications of computational topology to the visualization of scalar...
Scientific visualization aims at helping users (i) abstract, (ii) interact with and (iii) analyze si...
Scalar fields occur quite commonly in several application areas in both static and time-dependent fo...
In topological data analysis and visualization, topological descriptors such as persistence diagrams...
Combining theoretical and practical aspects of topology, this book delivers a comprehensive and self...
Lattice QCD is an established field of research in theoretical physics in the pursuit of under-stand...
This book contains papers presented at the Workshop on the Analysis of Large-scale, High-Dimensional...
We present an approach to visualizing correlations in 3D multifield scalar data. The core of our app...
Summary. This chapter gives an overview on topological methods for vector field process-ing. After i...
Scalar fields arise in every scientific application. Existing scalar visualization techniques requir...
Recent development in the design of multi-dimensional transfer functions allows us to automatically ...
This system paper presents the Topology ToolKit (TTK), a software platform designed for the topologi...
A wide variety of techniques have been developed for the visualization of scalar, vector and tensor ...