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- Hyperrectangle abstract "In geometry, an orthotope (also called a hyperrectangle or a box) is the generalization of a rectangle for higher dimensions, formally defined as the Cartesian product of intervals.A three-dimensional orthotope is also called a right rectangular prism, rectangular cuboid, or rectangular parallelepiped.A special case of an n-orthotope, where all edges are equal length, is the n-hypercube.By analogy, the term "hyperrectangle" or "box" refers to Cartesian products of orthogonal intervals of other kinds, such as ranges of keys in database theory or ranges of integers, rather than real numbers.[citation needed]".
- Hyperrectangle thumbnail Cuboid.png?width=300.
- Hyperrectangle wikiPageID "1688550".
- Hyperrectangle wikiPageRevisionID "582108190".
- Hyperrectangle hasPhotoCollection Hyperrectangle.
- Hyperrectangle title "Orthotope".
- Hyperrectangle title "Rectangular parallelepiped".
- Hyperrectangle urlname "Orthotope".
- Hyperrectangle urlname "RectangularParallelepiped".
- Hyperrectangle subject Category:Multi-dimensional_geometry.
- Hyperrectangle subject Category:Polytopes.
- Hyperrectangle subject Category:Prismatoid_polyhedra.
- Hyperrectangle comment "In geometry, an orthotope (also called a hyperrectangle or a box) is the generalization of a rectangle for higher dimensions, formally defined as the Cartesian product of intervals.A three-dimensional orthotope is also called a right rectangular prism, rectangular cuboid, or rectangular parallelepiped.A special case of an n-orthotope, where all edges are equal length, is the n-hypercube.By analogy, the term "hyperrectangle" or "box" refers to Cartesian products of orthogonal intervals of other kinds, such as ranges of keys in database theory or ranges of integers, rather than real numbers.[citation needed]".
- Hyperrectangle label "Hyperrechteck".
- Hyperrectangle label "Hyperrectangle".
- Hyperrectangle label "Iperrettangolo".
- Hyperrectangle sameAs Hyperrechteck.
- Hyperrectangle sameAs Υπερορθογώνιο.
- Hyperrectangle sameAs Iperrettangolo.
- Hyperrectangle sameAs m.02vk8c8.
- Hyperrectangle sameAs Q3801534.
- Hyperrectangle sameAs Q3801534.
- Hyperrectangle wasDerivedFrom Hyperrectangle?oldid=582108190.
- Hyperrectangle depiction Cuboid.png.
- Hyperrectangle isPrimaryTopicOf Hyperrectangle.
