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Morse Set Classification and Hierarchical Refinement using Conley Index Morse decompositions of vector fields is a reliable topological analysis for vector.

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Presentation on theme: "Morse Set Classification and Hierarchical Refinement using Conley Index Morse decompositions of vector fields is a reliable topological analysis for vector."— Presentation transcript:

1 Morse Set Classification and Hierarchical Refinement using Conley Index
Morse decompositions of vector fields is a reliable topological analysis for vector fields. Euler RK2 RK45

2 Morse Set Classification and Hierarchical Refinement using Conley Index
We introduce a hierarchical refinement framework, which leads to faster computation and consistent Morse decompositions, which is useful for multi-level representation.

3 Morse Set Classification and Hierarchical Refinement using Conley Index
An efficient algorithm for estimating the Conley index of a Morse set for the classification and refinement is also integrated to the proposed pipeline.

4 Session: TVCG papers 1 Time: Wed 10:30pm Location: Ballroom A
Morse Set Classification and Hierarchical Refinement using Conley Index by Guoning Chen, Qingqing Deng, Andrzej Szymczak, Robert S. Laramee, and Eugene Zhang Session: TVCG papers 1 Time: Wed 10:30pm Location: Ballroom A For more details about this work, please come to our talk.

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