Choy Heng Lai

TL;DR: In this article, a wavelet-based discrete singular convolution algorithm is employed to provide high-precision numerical solutions for the formation and competition of cellular ordered state patterns in a confined circular domain, where the Cahn-Hilliard equation is solved with zero-flux boundary condition to describe the phase separation of binary mixtures.

TL;DR: A dynamical model describing the evolution of a social network is set up and a link-creating/deleting strategy according to the local dynamics in the model is introduced, finding that for a small coupling strength, the networked system cannot reach any synchronization and the network topology is homogeneous.

TL;DR: This paper investigates the dynamical formation of stable irregular transients in coupled discontinuous map systems and finds that the transient dynamics has a hidden pattern in the phase space: it repeatedly approaches a basin boundary and then jumps from the boundary to a remote region in thephase space.

TL;DR: Direct evidence is provided demonstrating that node dynamics in a network in a chaotic GS state can indeed achieve functional relations, although they may not directly connect to each other in typical complex networks.

TL;DR: A new routing strategy for controlling packet routing on complex networks where the delivery capability of each node is adopted as a piece of local information to be integrated with the load traffic dynamics to weight the next route.