Say $\text{Spec}(\mathbf{X})$ is a set of eigenvalues of a real positive definite matrix $\mathbf{X}$.
How do I express $$ \sum_{\lambda\in\text{Spec}(\mathbf{X})} \lambda \log \lambda$$ without explicitly finding the eigenvalues?
Say $\text{Spec}(\mathbf{X})$ is a set of eigenvalues of a real positive definite matrix $\mathbf{X}$.
How do I express $$ \sum_{\lambda\in\text{Spec}(\mathbf{X})} \lambda \log \lambda$$ without explicitly finding the eigenvalues?
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