Abstract
AbstractIn this paper it is shown that covariant data of a synthesized signal corresponds to the covariant data of a real signal.This occurs when an ARMA lattice synthesis filter is used and the minimum mean square value of the estimation error is zero.Hence, a new terminal condition of the ARMA lattice filter is derived so that the covariant data of the synthesized signal will always correspond to the covariant data of a real signal.To this end, a design method for the normalized ARMA lattice filter is presented in this paper, and normalized estimation errors are derived. Finally, the starting condition and design for the normalized ARMA lattice filter is given.
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