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Multilinear map
Multilinear map In linear algebra, a multilinear map is a mathematical function of several vector ... that is linear in each variable. A multilinear map of n variables is also ...
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Talk:Multilinear map
Talk:Multilinear map It would be nice to define a multilinear map as a map of R-modules to an R- ...
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Multilinear form
Multilinear form In multilinear algebra, a multilinear form is a map of the type |
Multilinear algebra
Multilinear algebra In mathematics, multilinear algebra extends the methods of linear algebra ... and develops the theory of vector spaces, multilinear algebra builds on the concept of a ... relationships. Historical background of the approach to multilinear algebra The subject itself has various roots ... more abstractly. The Bourbaki group's treatise Multilinear Algebra was especially influential — in ...
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Category:Multilinear algebra
Category:Multilinear algebra Multilinear algebra extends the methods of linear algebra ... and develops the theory of vector spaces, multilinear algebra builds on the concept of a ... Monoidal categories T Tensors Pages in category "Multilinear algebra" There are 20 pages in this section of this category. Multilinear algebra A Algebraic form B Bilinear ...
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User:Fropuff/Draft 8
... product represents the most general bilinear (or multilinear) product. The study of tensors, tensor spaces ... products forms a branch of mathematics called multilinear algebra. Overview The tensor product can be ... spaces V, W, and X, a bilinear map is an function on the cartesian product ... or second argument results in a linear map. The tensor product on vectors is defined to be a bilinear map on V and W to a ...
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Exterior algebra
... K-algebra A and any K-linear map j : V → A such that j ... from V k to X is a multilinear map f: V k → X such that ... from (K n ) n to K. The map w: V k → Λ k (V ... is also anti-symmetric. In fact, this map is the "most general" anti-symmetric ...
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Determinant
... substitution rule for several variables, and in multilinear algebra. For a fixed positive integer n ... vectors. As a consequence, if the linear map . More generally, if the linear map |
Cotangent space
... ∈ T p * M is a linear map φ : T p M→R The elements of ... f at a point p is the map df p (X p ) = X p (f ... either case, df p is a linear map on T p M and hence it ... p. We can then define the differential map d : C ∞ (M) → T p ... M at a point p as the map which sends f to df p . ...
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List of mathematics articles (M-O)
... MANOVA -- Mantel test -- Mantissa -- Many-one reduction -- Map-coloring games -- Map (mathematics) -- Map projection -- Mapping -- Mapping class group -- Mapping cone ... million -- Millionth -- Mills' constant -- Milnor conjecture -- Milnor map -- Mimetic -- Min conflicts algorithm -- Min-entropy -- Min ... about the mean -- Moment-generating function -- Moment map -- Moment (mathematics) -- Moment of inertia -- Moment ( ...
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