Random Sequential Covering of a Sphere with Identical Spherical Caps
スポンサーリンク
概要
著者
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TANEMURA MASAHARU
The Institute of Statistical Mathematics
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SUGIMOTO Teruhisa
Department of Statistical Science, The Graduate University for Advanced Studies
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Sugimoto Teruhisa
Department Of Statistical Science The Graduate University For Advanced Studies
関連論文
- Quantitative assessment of the spatial distribution of low attenuation areas on X-ray CT using texture analysis in patients with chronic pulmonary emphysema
- Random Sequential Covering of a Sphere with Identical Spherical Caps
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- Monte Carlo Studies of the Two-Dimensional Random-Bond XY Model : A Chiral Spin Glass
- How Many Facets on Average can a Tile Have in a Tiling?
- Packing and Minkowski Covering of Congruent Spherical Caps on a Sphere for N=2, ..., 9
- Statistical Distributions of Poisson Voronoi Cells in Two and Three Dimensions
- Reentrance Phenomena in the Two-Dimensional : XY Spin Glass
- Packing and Minkowski Covering of Congruent Spherical Caps on a Sphere, II : Cases of N=10, 11, and 12
- Tiling Problem of Convex Pentagon
- Random Packing and Tessellation Network on the Sphere
- Kelvin Polyhedra and Analysis of Crystallization