Exterior algebra
Exterior algebra In mathematics, the exterior algebra (also known as the Grassmann algebra, after Hermann Grassmann) of a given ...
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Talk:Exterior algebra
Talk:Exterior algebra I might want to revive the "wedge ... things are now, the main 'titles' are exterior power, tensor product and tensor algebra, and symmetric power, for one good reason ... has its range. This is how multilinear algebra is done, in current mathematics. It ...
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User:Fropuff/Exterior algebra
User:Fropuff/Exterior algebra < User:Fropuff In mathematics, the exterior algebra, denoted Λ • V or Λ(V ... a vector space V is the associative algebra of alternating tensors on V. The ...
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Algebra   (translated from Greek)
Algebra [Treatment] History The roots of algebra are found in ancient Egyptians and Vavylw ... njoys that used a precocious form of algebra in order to they resolve equations 1st ... degree but with strictly gewmetrjko' way. [Treatment] Exterior contacts Explanation of Basic Topics Sparknotes' Review of Algebra i and II
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Clifford algebra
Clifford algebra Clifford algebras are a type of associative algebra in mathematics. They can be thought of ... Some familiarity with the basics of multilinear algebra will be useful in reading this article ... Introduction and basic properties Specifically, a Clifford algebra is a unital associative algebra which contains and is generated by ...
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Outer product   (translated from Spanish)
... math>V^\wedge vectorial underlying to algebra of Grassmann (it see down). The outer ... math>V^\wedge by bilinearity. The algebra of Grassmann is álgebra graduated . We defined ... number of generators. The space of an algebra of Grassmann can therefore be disturbed in ... an anti-symmetrical one. Algebras of Grassmann algebra of Grassmann abstract (also well-known like outer algebra) it is álgebra associative unital K ...
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Geometric algebra
Geometric algebra Geometric algebra is a Clifford algebra with a geometric interpretation. This makes it ... phases or imaginary numbers. Proponents of geometric algebra say that it describes classical mechanics, quantum ... methods do. Special modern applications of geometric algebra are computer vision, biomechanics and robotics, ...
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Outside algebra   (translated from Chinese)
Outside algebra In mathematics , assigns vector space VOutside algebra(Also calledGlassman algebraEnglish: Exterior algebra, Grassman algebra) is specificTenth Earthly BranchConnection algebraIt containsV? ? ? ...
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Multilinear algebra
Multilinear algebra In mathematics, multilinear algebra extends the methods of linear algebra. Just as linear algebra is built on the concept of a ... develops the theory of vector spaces, multilinear algebra builds on the concept of a ...
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Graded algebra
Graded algebra In mathematics, in particular abstract algebra, a graded algebra is an algebra over a field (or commutative ring) with ... of structure, known as a grading. Graded algebra A graded algebra A is an ...
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