TY - JOUR
T1 - Cascading Failures in Interdependent Lattice Networks
T2 - From First Order to Second Order Phase Transition
AU - Li, Wei
AU - Bashan, Amir
AU - Buldyrev, Sergey
AU - Stanley, Eugene
AU - Havlin, Shlomo
PY - 2012/2/27
Y1 - 2012/2/27
N2 - We study a system composed of two interdependent lattice networks A and B, where nodes in network A depend on a node within a certain shuffling distance r of its corresponding counterpart in network B and vice versa. We find, using numerical simulation that percolation in the two interdependent lattice networks system shows that for small r the phase transition is second order while for larger r it is a first order.
AB - We study a system composed of two interdependent lattice networks A and B, where nodes in network A depend on a node within a certain shuffling distance r of its corresponding counterpart in network B and vice versa. We find, using numerical simulation that percolation in the two interdependent lattice networks system shows that for small r the phase transition is second order while for larger r it is a first order.
UR - http://scholar.google.com/scholar?num=3&hl=en&lr=&q=allintitle%3A%20Cascading%20failures%20in%20interdependent%20lattice%20networks%3A%20from%20first%20order%20to%20second%20order%20phase%20transition%2C%20author%3ALi.%20OR%20author%3ABashan%20OR%20author%3ABuldyrev%20OR%20author%3AStanley%20OR%20author%3AHavlin&as_ylo=2012&as_yhi=&btnG=Search&as_vis=0
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VL - 57
JO - APS Meeting Abstracts
JF - APS Meeting Abstracts
IS - 1
ER -