Can you provide resonance explanation The capacity of a Gaussian channel with an SNR Yij gij SNR

Can you provide resonance explanation  

 

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The capacity of a Gaussian channel with an SNR Yij gij SNR is given by: = . == = 8ij Vy SNR Clog (1)C = log(1+ Yij). The available rate is upper bounded by the channel capacity = (12) Rij = Cij Rij = Cij. The maximal quantization error for a given data rate Rij is given by: e; = c/ 2 R+1 e; = c/2+1, where c = max (x;)- min (x;)c: = max(x;)-min(x;). Hence, we can rephrase the quantization error in terms of the current SNR. The capacity of a Gaussian channel with an SNR Yij gij SNR is given by: = . == = 8ij Vy SNR Clog (1)C = log(1+ Yij). The available rate is upper bounded by the channel capacity = (12) Rij = Cij Rij = Cij. The maximal quantization error for a given data rate Rij is given by: e; = c/ 2 R+1 e; = c/2+1, where c = max (x;)- min (x;)c: = max(x;)-min(x;). Hence, we can rephrase the quantization error in terms of the current SNR.