Is this statement true or false: cannot be an eigenvector of $A\in \Bbb R^{d\times d}$.
9250
Can the zero vector be an eigenvector for a matrix?
80623
Must $S$ be a unitary matrix?
19649
A question about the proof of "a symmetric matrix has real eigenvalues".
89517
Do four dimensional vectors have a cross product property?
86125
If $A$ is idempotent, then the eigenvalues of $A$ are $0$ or $1$
78654
An example of a norm which can't be generated by an inner product
154628
What should we understand from the definition of orthogonality in inner product spaces other than $\mathbb R^n$?
110271
Given a matrix with non-negative real entries, can you algebraically prove that it has a non-negative eigenvalue?
92377
Why is $\mathbf{B}$ a pseudovector?
105014
Is the zero vector in $\mathbb{R}^n$ by itself a subspace of $\mathbb{R}^n$?
89237
PCA: Eigenvectors of opposite sign and not being able to compute eigenvectors with `solve` in R
88474
$\mathbb{A}^{2}$ not isomorphic to affine space minus the origin
90064
What does it mean when Mathematica returns a zero "eigenvector"?
114208
Does non-symmetric positive definite matrix have positive eigenvalues?
26764
Proving that $\mathbb R^3$ cannot be made into a real division algebra (and that extending complex multiplication would not work)
126927
$\mathbb Q$ is not the direct product of two non-trivial groups.
100656
$2\times2$ matrix $A$ such that $A$ has one independent eigenvector while $A^{2}$ has two independent eigenvectors