Titlebook: Analysis and Control of Boolean Networks; A Semi-tensor Produc Daizhan Cheng,Hongsheng Qi,Zhiqiang Li Book 2011 Springer-Verlag London Limi

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chuckle

,-valued Networks,Many results obtained for Boolean networks can then be transferred in a parallel way to the .-valued case. This chapter is mainly devoted to the transfer of some major results from Boolean networks to .-valued networks. In the last section, a more general network, called a mix-valued network, is int

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流浪

Book 2011this approach is a novel matrix product called the semi-tensor product (STP). Using the STP, a logical function can be expressed as a conventional discrete-time linear system. In the light of this linear expression, certain major issues concerning Boolean network topology – fixed points, cycles, tra

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Mundane

Stability and Stabilization,thod is then extended to solving the stabilization of Boolean control systems. In the second part, the algebraic form dynamics are investigated. A necessary and sufficient condition is provided. The primary contents in this chapter are from Cheng et al. (Int. J. Robust Nonlinear Control, .).

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多产鱼

0178-5354 allows the reader to simulate the results of algorithms easAnalysis and Control of Boolean Networks presents a systematic new approach to the investigation of Boolean control networks. The fundamental tool in this approach is a novel matrix product called the semi-tensor product (STP). Using the ST

Debrief

https://doi.org/10.1007/978-3-540-73601-1en be expressed as the semi-tensor product of the structure matrix of the operator with vectors of logical arguments (Cheng, Proc. 4th International Congress of Chinese Mathematicians, pp. 641–668, Higher Edu. Press, Int. Press, Hangzhou, .; Cheng and Qi, Semi-tensor Product of Matrices—Theory and Applications, Science Press, Beijing, .).