New posts in Trace

Show that similar matrices have same trace

A conjecture about traces of projections

$Tr(A^2)=Tr(A^3)=Tr(A^4)$ then find $Tr(A)$

Trace and the coefficients of the characteristic polynomial of a matrix

$\det (e^A) = e^{\text{Tr}(A)}$ without Jordan canonical form, Schur decomposition?

Prove $\det(I + B) = 2(1 + tr(B)).$

$\operatorname{tr}(A)=\operatorname{tr}(A^{2})= \ldots = \operatorname{tr}(A^{n})=0$ implies $A$ is nilpotent

Trace inequality involving $A^TA-AA^T$

How to prove $\operatorname{Tr}(AB) = \operatorname{Tr}(BA)$?

Symmetric Matrices with trace zero