New posts in matrices

Show that trace is a unique linear functional

Second order approximation of log det X

degree of nilpotent matrix

is it true every left inverse of a matrix is also right inverse of it?

Is spectral radius = operator norm for a positive valued matrix?

Checking if a matrix is positive semidefinite

Finding the basis of $\mathfrak{so}(2,2)$ (Lie-Algebra of $SO(2,2)$)

Is every invertible matrix a change of basis matrix?

Compute the determinant of order n + 1 (n ≥ 2)

Characteristic polynomial of the matrix with zeros on the diagonal and ones elsewhere

Why is the optimal solution to $ \min\limits_{S \in \mathbb S^{n}_{+}} -\log(\det(S))+\text{trace}(\Sigma S)$ equal to $\Sigma^{-1}$

If $A$ is a $n\times n$ matrix that satisfies $A^2=A$, then prove that $\operatorname{rank}(A)+\operatorname{rank}(I-A)=n$ [closed]

Why can a matrix without a full rank not be invertible?

Can we say that the matrix $\begin{bmatrix} A & A \\ 0 & A \end{bmatrix}$ is diagonalizable if and only if $A = 0$?

What are the eigenvalues of $A(A+I)^{-1}$ in terms of the eigenvalues of SPSD matrix $A$?

How to test if a graph is fully connected and finding isolated graphs from an adjacency matrix

We have matrix $A\in M_{n-1\times n}(\mathbb Z)$ so that the sum of entries in each row is zero. Prove that $\det(AA^T)=nk^2.$

How to compute time ordered Exponential?

The Inverse of a Fourth Order Tensor

What are the $\succ$ and $\prec$ operators for when used with matrices?