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- Grassmann–Cayley_algebra abstract "Grassmann–Cayley algebra, also known as double algebra, is a form of modeling algebra for use in projective geometry. The technique is based on work by German mathematician Hermann Grassmann on exterior algebra, and subsequently by British mathematician Arthur Cayley's work on matrices and linear algebra.The technique uses subspaces as basic elements of computation, a formalism which allows the translation of synthetic geometric statements into invariant algebraic statements. This can create a useful framework for the modeling of conics and quadrics among other forms, and in tensor mathematics. It also has a number of applications in robotics, particularly for the kinesthetic analysis of manipulators.".
- Grassmann–Cayley_algebra wikiPageExternalLink faq.html.
- Grassmann–Cayley_algebra wikiPageID "4821472".
- Grassmann–Cayley_algebra wikiPageLength "1454".
- Grassmann–Cayley_algebra wikiPageOutDegree "15".
- Grassmann–Cayley_algebra wikiPageRevisionID "606990832".
- Grassmann–Cayley_algebra wikiPageWikiLink Algebra.
- Grassmann–Cayley_algebra wikiPageWikiLink Arthur_Cayley.
- Grassmann–Cayley_algebra wikiPageWikiLink Category:Multilinear_algebra.
- Grassmann–Cayley_algebra wikiPageWikiLink Conic_section.
- Grassmann–Cayley_algebra wikiPageWikiLink Exterior_algebra.
- Grassmann–Cayley_algebra wikiPageWikiLink Hermann_Grassmann.
- Grassmann–Cayley_algebra wikiPageWikiLink Invariant_(mathematics).
- Grassmann–Cayley_algebra wikiPageWikiLink Linear_algebra.
- Grassmann–Cayley_algebra wikiPageWikiLink Linear_subspace.
- Grassmann–Cayley_algebra wikiPageWikiLink Matrix_(mathematics).
- Grassmann–Cayley_algebra wikiPageWikiLink Projective_geometry.
- Grassmann–Cayley_algebra wikiPageWikiLink Proprioception.
- Grassmann–Cayley_algebra wikiPageWikiLink Quadric.
- Grassmann–Cayley_algebra wikiPageWikiLink Robotics.
- Grassmann–Cayley_algebra wikiPageWikiLink Tensor.
- Grassmann–Cayley_algebra wikiPageWikiLinkText "Grassmann–Cayley algebra".
- Grassmann–Cayley_algebra wikiPageUsesTemplate Template:Geometry-stub.
- Grassmann–Cayley_algebra wikiPageUsesTemplate Template:Linear-algebra-stub.
- Grassmann–Cayley_algebra wikiPageUsesTemplate Template:Reflist.
- Grassmann–Cayley_algebra wikiPageUsesTemplate Template:See_also.
- Grassmann–Cayley_algebra subject Category:Multilinear_algebra.
- Grassmann–Cayley_algebra hypernym Form.
- Grassmann–Cayley_algebra type Redirect.
- Grassmann–Cayley_algebra type Thing.
- Grassmann–Cayley_algebra comment "Grassmann–Cayley algebra, also known as double algebra, is a form of modeling algebra for use in projective geometry. The technique is based on work by German mathematician Hermann Grassmann on exterior algebra, and subsequently by British mathematician Arthur Cayley's work on matrices and linear algebra.The technique uses subspaces as basic elements of computation, a formalism which allows the translation of synthetic geometric statements into invariant algebraic statements.".
- Grassmann–Cayley_algebra label "Grassmann–Cayley algebra".
- Grassmann–Cayley_algebra seeAlso Geometric_algebra.
- Grassmann–Cayley_algebra sameAs Q5597567.
- Grassmann–Cayley_algebra sameAs m.0cpnmq.
- Grassmann–Cayley_algebra sameAs Q5597567.
- Grassmann–Cayley_algebra wasDerivedFrom Grassmann–Cayley_algebra?oldid=606990832.
- Grassmann–Cayley_algebra isPrimaryTopicOf Grassmann–Cayley_algebra.