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New posts in multilinear-algebra
Generalizing Determinants Through Multilinear Algebra and Immanants
linear-algebra
abstract-algebra
soft-question
representation-theory
multilinear-algebra
How to construct abstractly and symmetrically the map $𝛬^{n+k}M⊗𝛬^kN→𝛬^nM$ given a pairing $M⊗N→R$?
linear-algebra
abstract-algebra
category-theory
tensor-products
multilinear-algebra
For $T\in \mathcal L(V)$, we have $\text{adj}(T)T=(\det T)I$.
linear-algebra
matrices
multilinear-algebra
exterior-algebra
Eigenvalues of Kronecker Product
matrices
eigenvalues-eigenvectors
tensor-products
multilinear-algebra
kronecker-product
Tensors as Multilinear maps?
differential-geometry
tensors
multilinear-algebra
Are non-degenerate bilinear forms equivalent to isomorphisms $V \cong V^*$?
linear-algebra
linear-transformations
multilinear-algebra
bilinear-form
Symmetric and exterior powers of a projective (flat) module are projective (flat)
commutative-algebra
ring-theory
modules
multilinear-algebra
exterior-algebra
$2$ out of $3$ property of the unitary group
multilinear-algebra
symplectic-linear-algebra
almost-complex
Dual space of exterior power and exterior power of dual space
linear-algebra
multilinear-algebra
exterior-algebra
Subspace intersecting many other subspaces
multilinear-algebra
Covectors $\omega^1, ..., \omega^k$ are linearly dependent iff their wedge product is zero
differential-geometry
multilinear-algebra
exterior-algebra
Quick question: tensor product and dual of vector space
linear-algebra
abstract-algebra
tensor-products
multilinear-algebra
Formula for decomposing a form into $(p,q)$ forms
complex-analysis
complex-geometry
multilinear-algebra
several-complex-variables
tensor product with dual space
linear-algebra
multilinear-algebra
Tensor Decomposition
linear-algebra
tensor-products
multilinear-algebra
Determinant of exact sequence
linear-algebra
vector-spaces
determinant
multilinear-algebra
Extension of Riemannian Metric to Higher Forms
differential-geometry
riemannian-geometry
multilinear-algebra
How to prove that the canonical inclusion of $V_1^\ast\otimes \cdots \otimes V_n^\ast$ into $(V_1\otimes\cdots\otimes V_n)^\ast$ is an inclusion
vector-spaces
tensor-products
multilinear-algebra
duality-theorems
dual-spaces
Inner product structure on geometric algebra?
abstract-algebra
multilinear-algebra
clifford-algebras
geometric-algebras
Proof verification: $V \otimes V^* \cong \mathscr{L}(V,V)$
linear-algebra
proof-verification
tensor-products
multilinear-algebra
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