New posts in matrix-rank

Solving a system of non-linear equations

linear-algebra matrices determinant systems-of-equations matrix-rank

Rank-one update of eigenvalues

linear-algebra eigenvalues-eigenvectors matrix-rank

Proof of $\text{rank}(A+B)\leq \text{rank}(A)+\text{rank}(B)$ by another way.

linear-algebra matrices matrix-rank

What is the rank of the matrix consisting of all permutations of one vector? [duplicate]

linear-algebra permutations matrix-rank

How to apply SVD to real data to reduce the number of parameters?

linear-algebra matrices matrix-decomposition matrix-rank svd

Rank of square matrix $A$ with $a_{ij}=\lambda_j^{p_i}$, where $p_i$ is an increasing sequence

determinant diagonalization control-theory matrix-rank

A question about matrix whose rank is smaller than $n.$

linear-algebra matrices matrix-rank

If $A \in \mathbb{C}^{m\times n}$ is full-column rank matrix, then is rank($AB$) = rank ($BA$) = rank($B$)?

linear-algebra matrices matrix-rank

Is the rank of $AB$ always equal to the rank of $BA$?

linear-algebra matrices examples-counterexamples matrix-rank

Characterization of the subspaces of $\mathbb R^{m\times n}$ induced by rank-1 matrices?

linear-algebra matrices optimization matrix-rank

Uniqueness of trace as linearization of the rank

linear-algebra matrices matrix-rank trace projection-matrices

Rank of sum of rank-$1$ matrices

linear-algebra matrices matrix-rank

$\operatorname{rank} A = \operatorname{rank} A^2$ if and only if $\lim_{\lambda \to 0} (A+\lambda I)^{-1}A$ exists

linear-algebra matrices limits matrix-calculus matrix-rank

Rank of a Matrix Sum [duplicate]

linear-algebra matrices inequality matrix-rank

Show that $\operatorname{rank}(A+B) \leq \operatorname{rank}(A) + \operatorname{rank}(B)$

linear-algebra matrices inequality matrix-rank

Prove that $\det(AB-BA)=0$

linear-algebra matrices determinant matrix-rank

Mathematical representation of row independence for a matrix that is not full rank

matrix-rank

If $\operatorname{rank}(A)$ = $\operatorname{rank}(A^2)$, show that nullspace of $A$ = nullspace of $A^2$

linear-algebra matrix-rank

Relation between determinant and matrix rank

linear-algebra matrices determinant matrix-rank

Show that B is a nonsingular matrix (not that obvious).

linear-algebra matrices matrix-rank