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Show $G:=\{ f\in L(V,V) \mid f^{-1}=f^{ad}\}$ is a subgroup

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#linear-algebra #matrices #group-theory
22
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Linear map from the product of vector spaces to the addition

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#linear-algebra #vector-spaces
206
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Eigenvalues and Eigenfunctions of an Operator

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#linear-algebra #operator-theory #linear-transformations
172
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Matrix a representation for $L(x)$ w.r.t. the homogeneous coordinate system

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#linear-algebra #matrices
322
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Intuition/motivation behind t-cyclic subspaces

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#linear-algebra #abstract-algebra #linear-transformations #invariant-subspace
96
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Need help finding range of arbitrary matrices

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#linear-algebra #matrices
49
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Find matrix $S$ such that $diag(S)=d$ and $S^{-1}_{ij}=P_{ij}$ $\forall i \neq j$

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#linear-algebra #matrices #statistics #matrix-equations #matrix-calculus
455
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Finding a basis for a polynomial vector space

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#linear-algebra #polynomials #vector-spaces
476
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Least squares minimization subject to generalized orthogonality constraint?

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#linear-algebra #optimization #non-convex-optimization #qcqp #procrustes-problem
42
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Can $\|\mathbf{A}-\mathbf{B}\|_1$ say something about rank of $\mathbf{A},\mathbf{B}$

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#linear-algebra #matrices #normed-spaces #svd
146
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Vector space generation after union of two vectors

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#linear-algebra #matrices #vector-spaces
938
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Derivative of Frobenius norm of Hadamard Product

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#linear-algebra #matrices #derivatives #matrix-calculus #hadamard-product
99
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Does $\text{dim}W = 0$ imply $W = \{\textbf{0}\}$?

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#linear-algebra #vector-spaces
138
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Is it possible to transform a vector from 1 model space to another model space without transforming it to world space first?

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#linear-algebra #3d
634
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How to estimate rotation matrix.

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#linear-algebra #matrices #rotations

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