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Figure 1: Discrete time model of data transmission system.

  

Figure 2: Schematic of RBF network.

  

Figure 3: Schematic of Complex RBF network.

  

Figure: Channel 1.0 + 0.5z^-1, co-channel 0.346(1.0+0.2z^-1),m=2 and $\tau$=0. $\Box$ and + : desired channel states. $\Diamond$ :inter-channel interference centres, SIR = 10dB, SNR = 20 dB, SINR = 9.6 dB.

  

Figure: Channel 1.0 + 0.5z^-1, co-channel 0.346(1.0+0.2z^-1),m=2 and $\tau$=0. $\Box$ and + : desired channel states. $\Diamond$ :ideal co-channel interference centres and x centres after two phases of training, SIR = 10dB, SNR = 20 dB, SINR = 9.6 dB.

  

Figure: Channel 1.0 + 0.5z^-1, co-channel 0.346(1.0+0.2z^-1),m=2 and $\tau$=0. $\Box$ and + : desired channel states. $\Diamond$ :co-channel interference centres, SIR = 10dB, SNR = 20 dB, SINR = 9.6 dB.

  

Figure 7: Application of CRBF for equalization of channel corrupted by ISI and second order non-linearity. The figure on left represents the distorted signal and on the right represents recovered signal.

  

Figure 8: Application of CRBF for equalization of channel corrupted by ISI and second order non-linearity. The figure on left represents the distorted signal and on the right represents recovered signal.

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