1. Widrow, B. and Stearns D., Adaptive Signal Processing, Englewood Cli_s, NJ Prentice Hall, Inc (1985). 2. Haykin, S.S., Adaptive Filter Theory, Pearson Education India, 5th Edn. (2013). 3. Sayed, A.H., Adaptive Filters, John Wiley & Sons, Inc. (2008). 4. Farhang-Boroujeny, B., Adaptive Filters: Theory and Applications, John Wiley & Sons, Ltd (2013). 5. Narayan, S.S., Peterson, A.M., and Narashima, M.J. Transform domain LMS algorithm" IEEE Trans. Acoust., Speech, Signal Processing, pp. 609{615 (1983). 6. Kim, D.I. and Wilde, P.D. Performance analysis of the DCT-LMS adaptive _ltering algorithm", Signal Processing, 80, pp. 1629{1645 (2000). 7. Zhao, S., Man, Z., Khoo, S., and Wu, H. Stability and convergence analysis of transform-domain LMS adaptive _lters with second-order autoregressive process" IEEE Trans. Signal Processing, 57, pp. 119{130 (2009). 8. Attallah, S. The wavelet transform-domain LMS algorithm: a more practical approach," IEEE Trans. Circuits, Syst. II: Analog and Digital Signal Processing, 47(3), pp. 209{213 (2000). 9. Attallah, S. The wavelet transform-domain LMS adaptive _lter with partial subband-coe_cient updating", IEEE Trans. Circuits Syst. II Express Briefs, 53(1), pp. 8{12 (2006). 10. Bilcu, R.C., Kuosmanen, P., and Egiazarian, K. A transform domain LMS adaptive _lter with variable step-size", IEEE Signal Process. Lett., 9(2), pp. 51{53 (2002). 11. Mayyas, K. A transform domain LMS algorithm with an adaptive step size equation', Proceedings of the Fourth IEEE International Symposium on Signal Processing and Information Technology, pp. 229{232 (2004). 12. Huang, F., Zhang, J., and Zhang, S. Combined-stepsize a_ne projection sign algorithm for robust adaptive _ltering in impulsive interference environments" IEEE Trans. Circuits, Syst. II: Express Briefs, 63(5), pp. 493{497 (2016). 13. Zhang, S., Zheng, W.X., and Zhang, J. A new combined-step-size normalized least mean square algorithm for cyclostationary inputs", Signal Processing, 141(12), pp. 261{272 (2017). 14. Huang, F., Zhang, J., and Pang, Y. A novel combination scheme of proportionate _lter", Signal Processing, 143(2), pp. 222{231 (2018). 15. Shams Esfand Abadi, M., Mehrdad, V., Gholipour, A., and Noroozi, M. A family of variable step-size a_ne projection adaptive _ltering algorithms", International Journal of Computer and Electrical Engineering, 2(3), pp. 447{459 (2010). M. Shams Esfand Abadi et al./Scientia Iranica, Transactions D: Computer Science & ... 27 (2020) 1398{1412 1411 16. Shin, H.C., Sayed, A.H., and Song, W.J. Variable step-size NLMS and a_ne projection algorithms", IEEE Signal Processing Letters, 11, pp. 132{135 (2004). 17. Zhao, S., Jones, D.L., Khoo, S., and Man, Z. New variable step-sizes minimizing mean-square deviation for the LMS-type algorithms", Circuits, Systems, and Signal Processing, 33, pp. 2251{2265 (2014). 18. Shams Esfand Abadi, M., Far, A.M., and Moussavi, S.Z. Variable step-size block normalized least mean square adaptive _lter: A uni_ed framework", International Journal of Science and Technology, Scientia Iranica, 15, pp. 195{202 (2008). 19. Shams Esfand Abadi, M., Mehrdad, V., and Gholipour, A. Family of variable step-size a_ne projection adaptive _ltering algorithms with selective regressors and selective partial update", International Journal of Science and Technology, Scientia Iranica, 17, pp. 81{98 (2010). 20. Shams Esfand Abadi, M. and Sha_ee, M.S. The new normalized subband adaptive _lter algorithm with variable step-size" Automatika, Journal for Control, Measurement, Electronics, Computing and Communications, 55(2), pp. 188{198 (2014). 21. Lee, H.S., Kim, S.E., Lee, J.W., and Song, W.J. A variable step-size di_usion LMS algorithm for distributed estimation", IEEE Trans. Signal Processing, 63(7), pp. 1808{1820 (2015). 22. Huang, H.C. and Lee, J. A new variable step-size NLMS algorithm and its performance analysis", IEEE Trans. Signal Processing, 60(4), pp. 2055{2060 (2012). 23. Kwong, R.H. and Johnston, E.W. A variable step size LMS algorithm", IEEE Trans. Signal Processing, 40(7), pp. 1633{1642 (1992). 24. Koike, S. A class of adaptive step-size control algorithms for adaptive _lters", IEEE Trans. Signal Processing, 50(6), pp. 1315{1326 (2002). 25. Mayyas, K. and Momani, F. An LMS adaptive algorithm with a new step-size control equation", Journal of the Franklin Institute, 348(4), pp. 589{605 (2011). 26. Shin, H.C. and Sayed, A.H. Mean-square performance of a family of a_ne projection algorithms", IEEE Trans. Signal Processing, 52(1), pp. 90{102 (2004). 27. Haykin, S., Adaptive Filter Theory, NJ: Prentice-Hall, 4th edition (2002). 28. Moon, T.K. and Sterling, W.C., Mathematical Methods and Algorithms for Signal Processing, Upper Saddle River: Prentice Hall (2000). 29. Sayed, A.H., Fundamentals of Adaptive Filtering, Wiley (2003).