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New posts in tensor-products
$\Omega^1_{K|k}\otimes_KL\rightarrow\Omega^1_{L|k}$ is an isomorphism when $K\subset L$ is finite
commutative-algebra
extension-field
tensor-products
Oh Times, $\otimes$ in linear algebra and tensors
linear-algebra
abstract-algebra
tensor-products
tensors
Tensor product of integral domains over algebraically closed field (Ex. 9.5.O Vakil's FOAG)
algebraic-geometry
commutative-algebra
tensor-products
Condition for a tensor to be decomposable
tensor-products
multilinear-algebra
Show that a Z-module A is flat if and only if it is torsion-free?
abstract-algebra
tensor-products
exact-sequence
flatness
Basis for Tensor Product of Infinite Dimensional Vector Spaces
vector-spaces
tensor-products
multilinear-algebra
The Laplacian of the squared length of a (0,2)-tensor
riemannian-geometry
tensor-products
laplacian
Inner product on the tensor product of Hilbert spaces
hilbert-spaces
tensor-products
Operator norm and tensor norms
functional-analysis
banach-spaces
hilbert-spaces
operator-theory
tensor-products
Index notation in question about distribuitivity of tensor product over direct sum
notation
tensor-products
direct-sum
index-notation
What exactly is a tensor product?
abstract-algebra
tensor-products
quantum-groups
Modules with $m \otimes n = n \otimes m$
commutative-algebra
modules
tensor-products
Is there a rote algorithm to tell whether a tensor (of two vectors) can be reduced to an elementary tensor?
linear-algebra
tensor-products
computability
Double dot product vs double inner product
tensor-products
inner-products
Decomposition of the tensor product $\mathbb{Q}_p \otimes_{\mathbb{Q}} \mathbb{Q}[i]$ into a product of fields
commutative-algebra
tensor-products
artinian
tensor-decomposition
Why is the tensor product constructed in this way?
linear-algebra
abstract-algebra
tensor-products
multilinear-algebra
motivation
From exercise 2.3, Atiyah Macdonald
abstract-algebra
commutative-algebra
modules
tensor-products
Generalize exterior algebra: vectors are nilcube instead of nilsquare
abstract-algebra
vector-spaces
tensor-products
quotient-spaces
nilpotence
In what generality is the natural map $\textrm{Hom}_R(L,M)\otimes S \to \operatorname{Hom}_{R \otimes S}(L\otimes S, M \otimes S) $ an isomorphism?
commutative-algebra
tensor-products
Tensor product of monoids and arbitrary algebraic structures
abstract-algebra
category-theory
tensor-products
monoid
universal-property
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