An information inequality for the BSSC channel

Abstract

We establish an information theoretic inequality concerning the binary skew-symmetric broadcast channel that was conjectured by one of the authors. This inequality helps to quantify the gap between the sum rate obtained by the inner bound and outer bound for the binary skew-symmetric broadcast channel.

A new proof of the inequality is presented. It can be used to close the gap of the earlier argument; though it is not explained here

Cited by in corpus (5)

• Lecture Notes on Network Information Theory
• On Marton's Inner Bound for the General Broadcast Channel
• The capacity region of classes of product broadcast channels
• On Marton's inner bound for broadcast channels
• An information inequality and evaluation of Marton's inner bound for binary input broadcast channels