The time scale calculus approach to the geodesic problem in 3D dynamic data sets (Q1649266)
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scientific article; zbMATH DE number 6898857
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | The time scale calculus approach to the geodesic problem in 3D dynamic data sets |
scientific article; zbMATH DE number 6898857 |
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The time scale calculus approach to the geodesic problem in 3D dynamic data sets (English)
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5 July 2018
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Summary: Geodesics have a fundamental role in the geometry of curved surfaces, as well as in discrete geometry. We present the time scale analogy of the dynamic data sets parameterized by a tensor product of two times scales. The goal of our study is the find the shortest and straightest path between two points on a point cloud like data sets which also involves continuous data.
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discrete differential geometry
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time scale calculus
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discrete geodesic problem
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point cloud data
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0.7493141889572144
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0.7212997078895569
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0.6964733004570007
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