Submartingale Property of E_0 Under The Polarization Transformations
arXiv:1207.6788
Abstract
We prove that the relation $E_0(Ï, W^{-}) + E_0(Ï, W^{+}) \geq 2 E_0(Ï, W)$ holds for any binary input discrete memoryless channel $W$, and $Ï\geq 0$.
arXiv:1207.6788
We prove that the relation $E_0(Ï, W^{-}) + E_0(Ï, W^{+}) \geq 2 E_0(Ï, W)$ holds for any binary input discrete memoryless channel $W$, and $Ï\geq 0$.