A new tap-length-optimization algorithm for adaptive filters used in stereophonic acoustic echo cancellation is proposed.
The proposed algorithm is specifically designed to model an exponentially-decaying envelope in the echo return path.
The proposed algorithm is applied to a single long adaptive filter with thousands of coefficients to reduce the computational load.
The existing multiple sub-filters-based echo canceller is studied along with the application of proposed variable tap-length algorithm.
A convergence analysis for the most advanced sub-filters-based stereophonic acoustic echo cancellation algorithm is presented.