Topology driven methods for analysis of scalar fields often begin with an exploration of an abstract topological structure such as the merge tree. Such abstractions are hard to interpret and time-consuming, particularly for feature-rich data. Current visualization schemes often place less emphasis on enriching user experience, human perception, or interaction. In this work, we aim to bridge that gap by utilizing treemaps towards effective topological analysis. We present mergemaps, a treemap based interactive design, to better understand merge trees. To aid the perceptual understanding of large merge trees, we provide fusing and diffusing operations to reduce its hierarchical size while preserving topological features. We show multiple exam...
Abstract Merge trees represent the topology of scalar functions. To assess the topo-logical similari...
thesisThe ever-increasing amounts of data generated by scientific simulations, coupled with system I...
In topological data analysis and visualization, topological descriptors such as persistence diagrams...
Topology driven methods for analysis of scalar fields often begin with an exploration of an abstract...
International audienceTopological methods for data analysis have proven to be useful in multiple con...
Scalar fields occur quite commonly in several application areas in both static and time-dependent fo...
We introduce a new method that identifies and tracks features in arbitrary dimensions using the merg...
Improved simulations and sensors are producing datasets whose increasing complexity exhausts our abi...
Merge trees are a type of graph-based topological summary that tracks the evolution of connected com...
The field of topological data analysis seeks to use techniques in topology to study large data sets....
Creating a static visualization for a time-dependent scalar field is a non-trivial task, yet very in...
Distances on merge trees facilitate visual comparison of collections of scalar fields. Two desirable...
This doctoral dissertation explores and advances topology-based data analysis and visualization, a f...
This system paper presents the Topology ToolKit (TTK), a software platform designed for the topologi...
In this work we define a novel metric structure to work with functions defined on merge trees. The m...
Abstract Merge trees represent the topology of scalar functions. To assess the topo-logical similari...
thesisThe ever-increasing amounts of data generated by scientific simulations, coupled with system I...
In topological data analysis and visualization, topological descriptors such as persistence diagrams...
Topology driven methods for analysis of scalar fields often begin with an exploration of an abstract...
International audienceTopological methods for data analysis have proven to be useful in multiple con...
Scalar fields occur quite commonly in several application areas in both static and time-dependent fo...
We introduce a new method that identifies and tracks features in arbitrary dimensions using the merg...
Improved simulations and sensors are producing datasets whose increasing complexity exhausts our abi...
Merge trees are a type of graph-based topological summary that tracks the evolution of connected com...
The field of topological data analysis seeks to use techniques in topology to study large data sets....
Creating a static visualization for a time-dependent scalar field is a non-trivial task, yet very in...
Distances on merge trees facilitate visual comparison of collections of scalar fields. Two desirable...
This doctoral dissertation explores and advances topology-based data analysis and visualization, a f...
This system paper presents the Topology ToolKit (TTK), a software platform designed for the topologi...
In this work we define a novel metric structure to work with functions defined on merge trees. The m...
Abstract Merge trees represent the topology of scalar functions. To assess the topo-logical similari...
thesisThe ever-increasing amounts of data generated by scientific simulations, coupled with system I...
In topological data analysis and visualization, topological descriptors such as persistence diagrams...