Several modified RLS algorithms are studied in order to improve the rate of convergence, increase the tracking performance
and reduce the computational cost of the regular RLS algorithm. . In this paper a new quantized input RLS, QI-RLS algorithm
is introduced. The proposed algorithm is a modification of an existing method, namely, CRLS, and uses a new quantization function
for clipping the input signal. We showed mathematically the convergence of the QI-RLS filter weights to the optimum Wiener
filter weights. Also, we proved that the proposed algorithm has better tracking than the conventional RLS algorithm. We discuss
the conditions which one have to consider so that he can get better performance of QI-RLS against the CRLS and standard RLS
algorithms. The results of simulations confirm the presented analysis.
Keywords Adaptive Filter - Recursive Least Square (RLS) - Weiner Optimum Weights - Tracking