Secrecy-Achieving Polar-Coding for Binary-Input Memoryless Symmetric Wire-Tap Channels
arXiv:1005.2759
Abstract
A polar coding scheme is introduced in this paper for the wire-tap channel. It is shown that the provided scheme achieves the entire rate-equivocation region for the case of symmetric and degraded wire-tap channel, where the weak notion of secrecy is assumed. For the particular case of binary erasure wire-tap channel, an alternative proof is given. The case of general non-degraded wire-tap channels is also considered.
References in corpus (2)
Cited by in corpus (6)
- Rate-Dependent Analysis of the Asymptotic Behavior of Channel Polarization
- Polynomial-Time, Semantically-Secure Encryption Achieving the Secrecy Capacity
- Coding for Cryptographic Security Enhancement using Stopping Sets
- Greedy-Merge Degrading has Optimal Power-Law
- Universal polar coding and sparse recovery
- Channel Upgradation for Non-Binary Input Alphabets and MACs