The space of directions of a polyhedron.Vincenzo MarraDaniel McNeillAndrea Pedrini
On a space filling polyhedron of Aste, Boose - O’Keeffe - 1997 () Citation Context ...uadrilaterals, 6 hexagons and 2 octagons). This unit cell is a monotile Euclidean space-filler that, as far as we know, was reported for the first time in [1]. Recently, this tiling has ...
Classification of the continuous mappings of an arbitrary $n$-dimensional polyhedron into a connected topological space which is aspherical in dimensions g... MM Postnikov - 《Doklady Akad Nauk Sssr》 被引量: 5发表: 1949年 Visibility, occlusion, and the aspect graph This chapter studies the ...
The Bilinski dodecahedron is a space-filling (tessellating) polyhedronXavier Gisz
A development of a polyhedron in the Galilean spaceAbdulaziz ArtykbaevJasur Sobirov
We give an example of an infinitesimally nonrigid polyhedron in the Lobachevski 3-space and construct an infinitesimal flex of that polyhedron such that the volume of the polyhedron is not stationary under the flex.doi:10.1134/S0037446606010149D. A. Slutskiy...
In this context, we developed a method to determine the "Proven Acceptable Independent Range" (PAIR). It consists of looking for all the hyper polyhedra included in the multidimensional DS and selecting a hyper polyhedron according to various strategies. We will illustrate the performance of our ...
We present a free space construction algorithm for a polyhedron that translates in the xy x y mathContainer Loading Mathjax plane and rotates around its z z mathContainer Loading Mathjax axis, relative to a stationary polyhedron. We employ the proven paradigm of constructing the configuration ...
The paper concerns analytical integration of polynomial functions over linear polyhedra in three-dimensional space. To the authors' knowledge this is a first presentation of the analytical integration of monomials over a tetrahedral solid in 3D space. A linear polyhedron can be obtained by decomposing...
The polyhedron we construct in complex hyperbolic space is bounded by bisectors. We will see a particular form originally proposed by Mostow, and will prove it in the same fashion with real hyperbolic case. Then we will apply it to investigation of the discreteness of complex hyperbolic ultra-...