Asymptotic Sampling Zeros for Linear Stochastic Systems
This chapter further explores the connection between continuous-time power spectral densities and their sampled data equivalents. A key issue of importance is the existence of sampling zeros in the sampled-data power spectral density. These can be asymptotically characterized as the sampling period goes to zero. The results are the stochastic extension of the results presented in Chap. 5 for the deterministic case.