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2. Partial stability and stabilisation of Boolean networks.

Author

Chen, Hong-Wei, Sun, Liang-Jie, and Liu, Yang

Subjects
*BOOLEAN matrices, *STABILITY theory, *TENSOR products, *BOOLEAN algebra, *STABILITY (Mechanics)
Abstract

In this paper, we investigate the stability of Boolean networks and the stabilisation of Boolean control networks with respect to part of the system's states. First, an algebraic expression of the Boolean (control) network is derived by the semi-tensor product of matrices. Then, some necessary and sufficient conditions for partial stability of Boolean networks are given. Finally, the stabilisation of Boolean control networks by a free control sequence and a state-feedback control is investigated and the respective necessary and sufficient conditions are obtained. Examples are provided to illustrate the efficiency of the obtained results. [ABSTRACT FROM AUTHOR]

Published
2016
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