Here you will find one or more explanations in English for the word **Orthotope**. Also in the bottom left of the page several parts of wikipedia pages related to the word **Orthotope** and, of course, **Orthotope** synonyms and on the right images related to the word **Orthotope**.

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- In geometry, an orthotope (also called a hyperrectangle or a box) is the generalization of a rectangle to higher dimensions. It is formally defined as...

- The hypercube is the special case of a hyperrectangle (also called an n-orthotope). A unit hypercube is a hypercube whose side has length one unit. Often...

- by a composite Schläfli symbol {4}×{4}, with symmetry order 64. As an orthotope it can be represented by composite Schläfli symbol { } × { } × { } × { }...

- Rectangle Rectangle Type quadrilateral, parallelogram, orthotope Edges and vertices 4 Schläfli symbol { } × { } Coxeter diagram Symmetry group Dihedral...

- represented by s{2,4,3}, and Coxeter diagram: . It can also be seen as a snub 4-orthotope, represented by s{21,1,1}, and Coxeter diagram: or . With the tesseract...

- n-dimensions which can be constructed with one vertex in each orthant space. Orthotope - Generalization of a rectangle in n-dimensions, with one vertex in each...

- I2(2p)×A12×4 [[p]],2,[[2]] = [2p,2,4] = 32p A1×A1×A1×A1 [2,2,2] 16 4-orthotope A12×A1×A1×2 [[2],2,2] = [4,2,2] = 32 A12×A12×4 [[2]],2,[[2]] = [4,2,4]...

- lengths. The facets are hyperrectangles, also called orthotopes; in 2 and 3 dimensions the orthotopes are rectangles and cuboids respectively. Alternated...

- Coxeter-Dynkin diagrams of three constructive forms: ... (As an alternated orthotope) s{21,1,...,1} ... (As an alternated hypercube) h{4,3n−1} .... (As a demihypercube)...

- polytope/4-regular orthotope Rectified 4-hypercube/8-cell/octachoron/4-measure polytope/4-regular orthotope H.S.M. Coxeter: H.S.M. Coxeter...

- The hypercube is the special case of a hyperrectangle (also called an n-orthotope). A unit hypercube is a hypercube whose side has length one unit. Often...

- by a composite Schläfli symbol {4}×{4}, with symmetry order 64. As an orthotope it can be represented by composite Schläfli symbol { } × { } × { } × { }...

- Rectangle Rectangle Type quadrilateral, parallelogram, orthotope Edges and vertices 4 Schläfli symbol { } × { } Coxeter diagram Symmetry group Dihedral...

- represented by s{2,4,3}, and Coxeter diagram: . It can also be seen as a snub 4-orthotope, represented by s{21,1,1}, and Coxeter diagram: or . With the tesseract...

- n-dimensions which can be constructed with one vertex in each orthant space. Orthotope - Generalization of a rectangle in n-dimensions, with one vertex in each...

- I2(2p)×A12×4 [[p]],2,[[2]] = [2p,2,4] = 32p A1×A1×A1×A1 [2,2,2] 16 4-orthotope A12×A1×A1×2 [[2],2,2] = [4,2,2] = 32 A12×A12×4 [[2]],2,[[2]] = [4,2,4]...

- lengths. The facets are hyperrectangles, also called orthotopes; in 2 and 3 dimensions the orthotopes are rectangles and cuboids respectively. Alternated...

- Coxeter-Dynkin diagrams of three constructive forms: ... (As an alternated orthotope) s{21,1,...,1} ... (As an alternated hypercube) h{4,3n−1} .... (As a demihypercube)...

- polytope/4-regular orthotope Rectified 4-hypercube/8-cell/octachoron/4-measure polytope/4-regular orthotope H.S.M. Coxeter: H.S.M. Coxeter...

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