A proposal of problems about stable Hurwitz polynomials
We say that a real polynomial is a Hurwitz polynomial if all of its roots have negative real part. The importance of the Hurwitz polynomials can be appreciated in the study of stability of a linear systems: if the characteristic polynomial is Hurwitz then the system is stable. In this paper we explain the main criteria about Hurwitz polynomials and we pose some open problems about them.
CYBERNETICS AND PHYSICS, Vol. 2, No. 3, 159-164.