If Matrix A, B are similar,Find the invertible matrix P such that $B=PAP^{-1}$
94037
Solving the matrix equation $AP=PB$, where $A$ and $B$ are similar
11566
Similar matrices and minimal polynomial
75066
If the product of two square matrices is invertible, then both matrices are invertible
110502
$AB=BA$ with same eigenvector matrix
136329
A matrix is similar to its transpose
1770
Matrix $M_1 = M(f', \mathcal{B}, \mathcal{B '})$ of $f$
58491
Proving the inverse of a matrix as a polynomial of matrices
84522
A better proof for $\det(P) = \pm1$ if $P$ is an orthogonal matrix
151443
Find two $2 \times 2$ matrices $A$ and $B$ with the same rank, determinant,...but they are not similar.
66892
Finding $P$ in $A = P^{-1}JP$ (Jordan Form)
158695
Prove that if $AB$ is invertible then $B$ is invertible.
57515
Similar matrices and field extensions
27767
Are two matrices similar iff they have the same Jordan Canonical form?
35278
Does equality of characteristic polynomials guarantee equivalence of matrices?
66709
Are the matrix products $AB$ and $BA$ similar?
116798
First-year matrix problem: How do you show that a sum of an identity matrix and another matrix is equal to the sum's inverse?
25488
Let $A,B$ be $m\times m$ matrices such that $AB$ is invertible. Show $A,B$ invertible.