Zero-rate reliability function for mismatched decoding

01/25/2021
by   Marco Bondaschi, et al.
0

We derive an upper bound on the reliability function of mismatched decoding for zero-rate codes. The bound is based on a result by Komlós that shows the existence of a subcode with certain symmetry properties. The bound is shown to coincide with the expurgated exponent at rate zero for a broad family of channel and decoding metric pairs.

READ FULL TEXT

page 1

page 2

page 3

page 4

research
10/13/2022

On the Reliability Function for a BSC with Noiseless Feedback at Zero Rate

We consider the transmission of nonexponentially many messages through a...
research
12/09/2019

Revisiting zero-rate bounds on the reliability function of discrete memoryless channels

We present a new proof of Berlekamp's zero-rate upper bound on the relia...
research
09/02/2022

An Upper Bound on the Reliability Function of the DMC

We derive a new upper bound on the reliability function for channel codi...
research
01/05/2020

The Asymptotic Generalized Poor-Verdu Bound Achieves the BSC Error Exponent at Zero Rate

The generalized Poor-Verdu error lower bound for multihypothesis testing...
research
01/23/2018

On The Reliability Function of Discrete Memoryless Multiple-Access Channel with Feedback

We derive a lower and upper bound on the reliability function of discret...
research
08/30/2021

Fast Decoding of Union-free Codes

Union-free codes and disjunctive codes are two combinatorial structures,...
research
11/10/2021

Covert Communication With Mismatched Decoders

This paper considers the problem of covert communication with mismatched...

Please sign up or login with your details

Forgot password? Click here to reset