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Towards Translational Invariance of Total Energy with Finite Element Methods for Kohn-Sham Equation Journal article
Communications in Computational Physics, 2016,Volume: 19,Issue: 1,Page: 1-23
Authors:  Bao G.;  Hu G.;  Liu D.
Favorite  |  View/Download:3/0  |  Submit date:2019/02/13
Adaptive Finite Element Methods  Kohn-sham Equation  Translational Invariance  Unstructured Mesh  
An enhanced version and an incremental learning version of visual-attention-imitation convex hull algorithm Journal article
Neurocomputing, 2014,Volume: 133,Page: 231-236
Authors:  Runzong Liu;  Yuan Yan Tang;  Bin Fang;  Jingrui Pi
Favorite  |  View/Download:3/0  |  Submit date:2019/04/30
Convex Hull  Computational Geometry  Algorithm  Incremental Learning  
Layer-Based Representation of Polyhedrons for Point Containment Tests Journal article
IEEE Transactions on Visualization and Computer Graphics, 2008,Volume: 14,Issue: 1,Page: 73-83
Authors:  Wencheng Wang;  Jing Li;  Hanqiu Sun;  Enhua Wu
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Computational Geometry  Point Containment  Polyhedron  Solid Representation  
Point-in-polygon tests by convex decomposition Journal article
Computers and Graphics (Pergamon), 2007,Volume: 31,Issue: 4,Page: 636-648
Authors:  Jing Li;  Wencheng Wang;  Enhua Wu
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Bsp Trees  Computational Geometry  Convex Decomposition  Point Containment  Polygon  
2D point-in-polygon test by classifying edges into layers Journal article
Computers and Graphics (Pergamon), 2005,Volume: 29,Issue: 3,Page: 427-439
Authors:  WenchengWang;  JingLi;  Enhua Wu
Favorite  |  View/Download:2/0  |  Submit date:2019/02/13
Computational Geometry  Layered Edges  Point Containment  Polygon