hypercube cell
1Hypercube — This article is about the mathematical concept. For the film, see Cube 2: Hypercube. Perspective projections Cube (3 cube) Tesseract (4 cube) In geometry, a hypercube is an n dimensional analogue of a …
2hypercube — noun /ˈhaɪ.pə.kjuːb,ˈhaɪ.pɚ.kjuːb/ a) A geometric figure in four or more dimensions, which is analogous to a cube in three dimensions. Specifically, the n dimensional equivalent of a cube for any non negative integer n. b) A …
3Nasik magic hypercube — A Nasik magic hypercube is a magic hypercube with the added restriction that all possible lines through each cell sum correctly to where S = the magic constant, m = the order and n = the dimension, of the hypercube. Or, to put it more concisely,… …
4Rectified 8-cell — In geometry, the rectified tesseract, or rectified 8 cell is a uniform polychoron (4 dimensional polytope) bounded by 24 cells: 8 cuboctahedra, and 16 tetrahedra.ConstructionThe rectified tesseract may be constructed from the tesseract by… …
516-cell honeycomb — Perspective projection: the first layer of adjacent 16 cell facets. Type Regular 4 space honeycomb Family Alternated hypercube honeycomb Schläfli symbol {3,3,4,3} h{4,3,3,4} …
6Tesséract — Hypercube Pour les articles homonymes, voir Hypercube (homonymie). Une projection d un hypercube (dans une image bi dimensionnelle) Un hypercu …
7Tesseract — For other uses, see Tesseract (disambiguation). Tesseract 8 cell 4 cube Schlegel diagram Type Convex regular 4 polytope …
84-polytope régulier convexe — Un hypercube en rotation En mathématique, un polytope régulier convexe à 4 dimensions (ou polychore) est un polytope à 4 dimensions qui est à la fois régulier et convexe. Ce sont les analogues en 4 dimensions des solides de Platon (3 dimensions)… …
9Simplex — For other uses, see Simplex (disambiguation). A regular 3 simplex or tetrahedron In geometry, a simplex (plural simplexes or simplices) is a generalization of the notion of a triangle or tetrahedron to arbitrary dimension. Specifically, an n… …
10Demihypercube — Not to be confused with Hemicube (geometry). Alternation of the n cube yields one of two n demicubes, as in this 3 dimensional illustration of the two tetrahedra that arise as the 3 demicubes of the 3 cube. In geometry, demihypercubes (also… …
