Bibliography

1

S.U.H.Qureshi, ``Adaptive Equalization,'' Proc. IEEE, vol. 73, pp 1349-1387, 1985.

2

J.D.Laster and J.H.Reed, ``An Overview of the Advances in Single-Channel Adaptive Filtering Techniques,'' IEEE Signal Processing Magazine, pp. 37-62, May 1997.

3

I.Cha and S.Kassam, ``Interference cancellation using radial basis function network,'' Sig. Proc., Elsevier, vol.47, no.9, pp.247-268, Dec. 1995.

4

B.Mulgrew, ``Applying Radial Basis Functions,'' IEEE Signal Processing Magazine, pp.50-55, Mar. 1996.

5

S.Chen, C.F.Cowan, and P.M.Grant, ``Orthogonal Least Squares Learning Algorithms for Radial Basis Function Networks,'' IEEE Transactions on Neural Networks, vol. 2,pp. 302-309, March 1991.

6

S.Chen, B.Mulgrew and P.M.Grant, ``A Clustering Technique for Digital Communication Channel Equalization using Radial Basis Function Networks,'' IEEE Transactions on Neural Networks, vol.4, no.4, pp.570-579, July 1997.

7

T.Poggio and F.Girosi, ``Networks for approximation and learning,'' Proceedings of IEEE, vol.78, pp1481-1497, 1990.

8

I.Cha and S.A.Kassam, ``Channel Equalization using Adaptive Complex Radial Basis Function Networks,'' IEEE Journal of Selected Areas in Communication, vol.13, no.1, pp.112-131, 1995.

9

S.Chen, S.McLaughlin and B.Mulgrew, ``Complex-valued radial basis function network, Part I : Network architecture and learning algorithms,'' Sig. Proc., vol. 35, pp. 19-31, Jan 1994.

10

S.Chen, S.McLaughlin and B.Mulgrew, ``Complex-valued radial basis function network, Part II : Application to digital communication channel equalization,'' Sig. Proc., vol. 35, pp. 175-188, Mar 1994.

11

Z.Ghadialy and U.B.Desai, ``Interference Mitigation using Adaptive Radial Basis Function Equalizer,'' Proc. National Conference on Communications 99, to be published.

12

Li-Xin Wang and J.M.Mendel, ``Fuzzy adaptive filters, with application to non-linear Channel Equalization,'' IEEE Transactions on Fuzzy Systems, vol. 1, pp. 161-170, August 1993.

13

H.M.Kim and J.Mendel, ``Fuzzy Basis Function: Comparisons with other basis functions,'' IEEE Transactions on Fuzzy Systems, vol. 3, pp. 158-167, May 1995.

14

P.Sarwal and M.D.Srinath, ``A Fuzzy Logic System for Channel Equalization,'' IEEE Transactions on Fuzzy Systems, vol. 3,pp 246-249, May 1995.

15

S.Chen, G.J.Gibson, C.F.N.Cowan, and P.M.Grant, ``Adaptive equalization of finite non-linear channels using multilayer perceptrons,'' Signal Processing (Eurasip), vol. 20,pp. 107-119, 1990.

16

M.S.Kim and C.C.Guest, ``Modification of backpropagation networks for complex-valued signal processing in frequency domain,'' Proc. International Joint Conference Neural Networks, San Deigo, 1990, Vol. II, pp. 27-31.

17

Jhon Proakis, ``Digital Communications,'' McGraw Hill, Third Edition, 1995.

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