Periodic Dynamics in Autonomous Boolean Networks
作者： David P. Rosin
DOI: 10.1007/978-3-319-13578-6_6
关键词:
摘要: This chapter focuses on periodic dynamics in autonomous Boolean networks. The goal is to design and characterize a oscillator that can be coupled into networks study the resulting network dynamics. main challenge implement coupling mechanism adjustable tuned weak. In Sect. 6.1, I first introduce existing theoretical experimental work dynamical systems their synchronization. Then, 6.2, show how an “on”-“off” fashion motifs consisting of two oscillators. 6.3, more advanced allows for weak with strength. term this phase because it bears resemblance Kuramoto model. Its characterized within (Results are published references Rosin et al. Chaos 23:025102, 2013; Phys Rev E 89:042907, 2014). contributions are: (a) studying simple small system; (b) designing, characterizing, coupling; (c) developing models chapter.
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