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Stream line and path line oriented topology for 2D time-dependent vector fields

机译：用于2D时间相关矢量场的流线和路径线定向拓扑

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Holger Theisel; Tino Weinkauf; Hans-christian Hege; Hans-peter Seidel;
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年度 2004
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专利

1. Topological methods for 2D time-dependent vector fields based on stream lines and path lines [J] . Theisel H., Weinkauf T., Hege H.-C., IEEE transactions on visualization and computer graphics . 2005,第4期

机译：基于流线和路径线的二维时间相关矢量场的拓扑方法
2. Geometric phases generated by the non-trivial spatial topology of static vector fields linearly coupled to a neutral spin-endowed particle: Application to ~(171)Yb atoms trapped in a 2D optical lattice [J] . Bouchiat M.-A., Bouchiat C. Journal of physics, A. Mathematical and theoretical . 2012,第40期

机译：线性耦合到中性自旋赋予粒子的静态矢量场的非平凡空间拓扑生成的几何相位：应用于二维光学晶格中捕获的〜（171）Yb原子
3. Topology preserving top-down compression of 2D vector fields using bintree and triangular quadtrees [J] . Lodha S.K., Faaland N.M., Renteria J.C. IEEE transactions on visualization and computer graphics . 2003,第4期

机译：使用二叉树和三角四叉树保持2D向量场自上而下压缩的拓扑
4. Stream Line and Path Line Oriented Topology for 2D Time-Dependent Vector Fields [C] . Holger Theisel, Tino Weinkauf, Hans-Christian Hege, Proceedings of the conference on Visualization '04 . 2004

机译：二维时间相关矢量场的面向流线和路径线的拓扑
5. Establishing the Viability and Efficacy of in Situ Reduction via Lagrangian Representations for Time-Dependent Vector Fields [D] . ?Sane, Sudhanshu 2020

机译：通过拉格朗日表示对时间依赖的矢量领域的原位减少的可行性和功效
6. Fields of Parallel Vectors in the Geometry of Paths [O] . L. P. Eisenhart 1922

机译：路径几何中的平行矢量场
7. Topological methods for 2D time-dependent vector fields based on stream lines and path lines [O] . Holger Theisel, Tino Weinkauf, Hans-christian Hege, 2014

机译：基于流线和路径线的二维时间相关矢量场的拓扑方法
8. Notes on the Topology of Vector Fields and Flows [R] . Asimov, Daniel 1993

机译：关于向量场和流的拓扑的注记

Stream line and path line oriented topology for 2D time-dependent vector fields

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