The efficient separation of signals is a frequent problem in multiuser communication systems. Among many algorithms for blind deconvolution of a multiple-input multiple-output (MIMO) system, the one that utilizes higher-order cumulants has advantages in regards to convergence rate. Inspired by this algorithm, and on a stochastic gradient approach, we propose an algorithm with the capacity of recovering simultaneously all sources, denoted as MU-SWA (multiuser Shalvi-Weinstein algorithm). Based on the steady-state analysis, recently presented by Luo and Chambers for the multiuser constant modulus algorithm, we derive the expression for the mean-square error of MU-SWA. Simulation results show that MU-SWA presents a more robust behavior with respect to convergence rate and tracking capability when compared to others known algorithms for blind multiuser equalization.
['Magno T. M. Silva', 'M.D. Miranda', 'A.N.Jr. Licciardi']
A robust algorithm for blind space-time equalization