Category:Inertia of Hermitian Matrices
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This category contains results about Inertia of Hermitian Matrices.
Definitions specific to this category can be found in Definitions/Inertia of Hermitian Matrices.
Let $\mathbf H$ be a Hermitian matrix.
The inertia of $\mathbf H$ is an ordered triple of integers comprising:
- the number of positive eigenvalues of $\mathbf H$
- the number of negative eigenvalues of $\mathbf H$
- the number of zero eigenvalues of $\mathbf H$
in that order.
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