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In comparison, the correction term that is added to w,-1in the c-NLMS recursion (1 1.4) is normalized with respect to the squared-norm of the regressor 11,; hence the name normalized LMS. Moreover, the positive constant E in the denominator avoids division by zero or by a small number when the regressor is zero or close to zero. Moreover, as can be seen from (11.4), E-NLMS employs a time-variant step-size of the form p(z) = p / ( ~ I I U ~ ~ ~ ~as , opposed to the constant step-size, 1-1, which is used by ) LMS. Now since E-NLMS was obtained as a stochastic-gradient approximation to Newton s method, and given the superior convergence speed of Newton s recursion (10.8) as compared to the standard steepest-descent recursion (10.4), we expect E-NLMSto exhibit a faster convergence behavior than LMS. 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