A criterion of simultaneously symmetrization and spectral finiteness for a finite set of real 2-by-2 matrices

Abstract

In this paper, we consider the simultaneously symmetrization and spectral finiteness for a finite set of real 2-by-2 matrices.

5 pages

References in corpus (3)

• Finiteness Property of a Bounded Set of Matrices with Uniformly Sub-Peripheral Spectrum
• The finite-step realizability of the joint spectral radius of a pair of $d\times d$ matrices one of which being rank-one
• Stability Criteria via Common Non-strict Lyapunov Matrix for Discrete-time Linear Switched Systems