Multilinear map
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Multilinear map

Let $(𝑉 𝑖) 𝑛 𝑖 = 1$ and $𝑋$ be vector spaces (or modules over a commutative ring). A multilinear map $𝑀$ is a function $𝑀 : \prod 𝑛 𝑖 = 1 𝑉 𝑖 \to 𝑋$ such that it is linear in each argument $𝑉 𝑖$ when all others are held constant. linalg

Additive category
Alternating iff anticommutative away from 2
Alternating multilinear map
Associated Lie algebra of a positive definite even lattice
Balanced product
Bilinear form
Central extension of an abelian group
Central group extension
Convolution
Cyclic central extension of a free abelian group
Even lattice
Formal sums over a Lie algebra
Formal sums over a vector space
K-algebra
Module theory MOC
R-algebra
Rational lattice
Tensor field
Tensor product of modules over a commutative ring
Tensor product of vector spaces over a field
Tensor

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Multilinear map

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