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1991
A signal is defined as continuous within a time range if its amplitude is specified for all t in that range, except possibly at a finite number of discontinuities. If a continuous time variable is quantized, that is, if t is represented by a set of distinct values denoted by tk, where k takes on positive integer values exclusively, the signal is ...
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A signal is defined as continuous within a time range if its amplitude is specified for all t in that range, except possibly at a finite number of discontinuities. If a continuous time variable is quantized, that is, if t is represented by a set of distinct values denoted by tk, where k takes on positive integer values exclusively, the signal is ...
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Nonlinear Systems in Discrete Time
1986The paper deals with a survey presentation of recent results obtained in the area of nonlinear discrete time systems following an approach based on the functional expansions of the state and output behaviours.
MONACO, Salvatore, Normand Cyrot D.
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Discrete-Time Signals and Systems
2014Abstract In this chapter we will investigate the fundamental topic of discrete-time signals and systems. We first introduce some basic and useful discrete-time signals, like the unit impulse, the sinusoidal and white Gaussian random sequences. Then we define and represent discrete-time systems.
Leonardo G. Baltar, Josef A. Nossek
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Nichtlineare zeitdiskrete Systeme / Nonlinear discrete-time systems
auto, 1988Using simple nonlinear discrete-time first order systems the significant differences to the response of linear discrete-time systems, but also to the response of nonlinear continuous-time systems are demonstrated. The phenomena bifurcation and chaos as well as the principle difficulties with the simulation of the chaotic behaviour are described.
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