Identification method for anomalous points of cooperative synchronization in distributed network
A distributed network and identification method technology, applied in the field of abnormal point identification, can solve the problem of low real-time performance, achieve the effect of avoiding excessive dependence, high accuracy, and realizing rapid positioning
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[0038] Assuming that there are N nodes in the network, we can choose the normal node i, and pass the formula:
[0039] t i (n+1)=ω i1 t 1 (n)+ω i2 t 2 (n)+...ω ik t 2 (n)+...+ω iN t N (n) , it can be seen that the change of normal nodes is related to the time state of other nodes at the previous moment. It has been proved that if there are no bad points in the network, after n iterations through the above model, the network can converge, that is, the node state value can be reached Synchronization, expressed as t by the formula 1 (n+1)=t 2 (n+1)=…=t N (n+1).
[0040] But if the network has a bad point, here it is assumed to be k, then the time of node k is in an uncontrollable state, which is a disordered value, that is, t k (n)=σ(n), σ(n) obeys an unspecific noise distribution, so bad points cannot use the iterative formula of the normal nodes above. It can be seen from here that the state change of the node with only bad points has nothing to do with other n...
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