2013Applied Mechanics and MaterialsRequires access

Asymptotic Stability of Discrete Singular Bilinear Systems

Jing Zhang, Chong Ling

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Abstract

In this paper, the stability of discrete singular bilinear systems is discussed by the method of Lyapunov function. Some asymptotic stability criterions are given according to the equivalent system and the equivalent transformation, and the regularity is considered.

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What this paper is about

In this paper, the stability of discrete singular bilinear systems is discussed by the method of Lyapunov function. Some asymptotic stability criterions are given according to the equivalent system and the equivalent transformation, and the regularity is considered.

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Available abstract

In this paper, the stability of discrete singular bilinear systems is discussed by the method of Lyapunov function. Some asymptotic stability criterions are given according to the equivalent system and the equivalent transformation, and the regularity is considered.

Key concepts: Mathematics, Bilinear interpolation, Stability (learning theory), Exponential stability, Transformation (genetics), Lyapunov function, Bilinear transform, Applied mathematics

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