## Finite impulse response filter design using a\ud forward orthogonal least squares algorithm

*Wu, X.*;

*Lang, Z.Q.*;

*Billings, S.A.*;

- Publisher: Automatic Control and Systems Engineering, University of Sheffield
- Subject:acm: Hardware_ARITHMETICANDLOGICSTRUCTURES

- References (9)
[1] Lertniphonphun, W. & McClellan, J.H. [1998] Complex frequency response FIR filter design, Proceedings of the 1998 IEEE International Conference Vol. 3, pp. 1301-1304

[2] Wu, S.P. & Boyd, S. & Vandenberghe, L. [1997] FIR Filter Design via Spectral Factorization and Convex Optimization, Applied Computational Control, Signal and Communications pp. 1-33

[3] Yong C.L. & Sun, Y. & Ya J.Y. [2002] Design of discrete-coefficient FIR filters on loosely connected parallel machines, Signal Processing, IEEE Transactions Vol. 50, pp. 1409-1416

[4] Chen, S. & Billings, S.A. & Luo, W. [1989] Orthogonal Least Squares Methods and Their Application to Nonlinear System Identification, International Journal of Control 50(5):1873-1896, 1989.

[5] Lay, D.C. [1998] Linear Algebra and Its Applications, Second Edition, Addison-Wesley, pp. 378-402.

[6] Mitra, S.K. [1998] Digital Signal Processing A Computer Based Approach, First Edition, McGraw-Hill, New York, pp. 462-468.

[7] Jackson, L.B. [1996] Digital Filters and Signal Processing, Third Edition, Kluwer Academic Publishers, Boston, pp. 301-307.

[8] Mulgrew, B. & Grant, P. & Thompson, J. [1999] Digital Signal Processing Concepts & Applications, Palgrave, New York, pp. 150-154.

[9] Swain, A.K. & Billings S.A. [1998] Weighted Complex Orthogonal Estimator for Identifying Linear and Nonlinear Continuous Time Models from Generalised Frequency Response Functions, Mechanical Systems and Signal Processing, pp. 269-292.

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