Hurwitz matrix

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Revision as of 16:30, 5 November 2024 by imported>WallAdhesion (Versions of this page going back over a decade have conflated the two different Hurwitz matrices. I have split the content that used to be here into two new pages, and turned this into a disambiguation page.)
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In mathematics, two related but distinct classes of matrices are referred to as Hurwitz matrices:

  • A Hurwitz-stable matrix is a matrix whose eigenvalues all have negative real part.
  • The Routh–Hurwitz matrix associated to a polynomial is a particular matrix whose non-zero entries are all coefficients of the polynomial.

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