In this paper, we consider the application of adaptive linear filters adjus
ted by stochastic gradient algorithms to the suppression of multiple-access
interference in DS/CDMA communications. It is pointed out that the linearl
y constrained constant modulus algorithm (LCCMA) cannot converge to the opt
imum point if the desired user magnitude is less than a critical value. Nex
t, we propose to use the linearly constrained differential constant modulus
algorithm (LCDCMA), and show that the LCDCMA always converges to the optim
um point regardless of the desired user magnitude. Several simulation resul
ts show the following three points. First, the LCDCMA provides better perfo
rmance than existing algorithms because the variance of the weight vector a
djusted by the LCDCMA is less than that by existing algorithms. Second, the
LCDCMA is relatively insensitive to the estimation error of the desired si
gnal vector. Third, the LCDCMA combined with a blind channel estimation alg
orithm is useful. (C) 2001 Scripta Technica.