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Assume X=X^\mathcal{X}=\hat{\mathcal{X}}X=X^. The Hamming Distortion is defined with a distortion measure such that d(x,x^)={0x=x^1x≠x^d(x,\hat{x})=\begin{cases} 0&x=\hat{x} \\ 1&x\not=\hat{x} \end{cases}d(x,x^)={01âx=x^xî =x^â
Hamming Rate Distortion Function