Sequential Dynamical Systems with Threshold Functions

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  • Sequential Dynamical Systems with Threshold Functions Book Detail

  • Author :
  • Release Date : 2001
  • Publisher :
  • Genre :
  • Pages : 3
  • ISBN 13 :
  • File Size : 73,73 MB

Sequential Dynamical Systems with Threshold Functions by PDF Summary

Book Description: A sequential dynamical system (SDS) (see [BH+01] and the references therein) consists of an undirected graph G(V, E) where each node [nu] [epsilon] V is associated with a Boolean state (s{sub [nu]}) and a symmetric Boolean function f{sub [nu]} (called the local transition function at [nu]). The inputs to f{sub {nu}} are s{sub {nu}} and the states of all the nodes adjacent to {nu}. In each step of the SDS, the nodes update their state values using their local transition functions in the order specified by a given permutation [pi] of the nodes. A configuration of the SDS is an n-tuple (b1, b2 ..., b{sub n}) where n =

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