Envelope and Multi-resolution Constraints in Genetic Network Identification (original) (raw)

Abstract

A discrete dynamical system (DDS) (1) is a finite set of equations that describes the sequential evolution of a vector of discrete variables, called state. The next state in time t+1 is computed by a function, called transition function, which depends on the states in the previous instants of time t, t-1, t-2, ... The representation of a DDS by

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