Abstract
In this paper an L 2 -stability condition is derived for a feedback system consisting of a nonlinear element f and a linear element g which involves the delta functional and its derivatives. An attempt is made to calculate the autocorrelation function of the output process when the input of the system is assumed to be a second order stationary stochastic process. Moreover, it is shown that the autocorrelation function of the output process is bounded when the input is an ergodic stationary stochastic process.
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