Universal Compression with Side Information from a Correlated Source

01/11/2019
by   Ahmad Beirami, et al.
0

Packets originated from an information source in the network can be highly correlated. These packets are often routed through different paths, and compressing them requires to process them individually. Traditional universal compression solutions would not perform well over a single packet because of the limited data available for learning the unknown source parameters. In this paper, we define a notion of correlation between information sources and characterize the average redundancy in universal compression with side information from a correlated source. We define the side information gain as the ratio between the average maximin redundancy of universal compression without side information to that with side information. We derive a lower bound on the side information gain, where we show that the presence of side information provides at least 50 compression when applied to network packet data confirming previous empirical studies.

READ FULL TEXT

page 1

page 2

page 3

page 4

research
01/12/2020

Average Age of Information for a Multi-Source M/M/1 Queueing Model With Packet Management

We consider a status update system consisting of two independent sources...
research
09/19/2018

Tail redundancy and its characterization of compression of memoryless sources

We obtain a single-letter characterization that is both necessary and su...
research
03/24/2020

A Comprehensive Analysis of Correlated Source Compression Using Edge Computing in Distributed Systems

This paper examines the theory pertaining to lossless compression of cor...
research
01/19/2021

Hidden Markov Model-Based Encoding for Time-Correlated IoT Sources

As the use of Internet of Things (IoT) devices for monitoring purposes b...
research
10/29/2022

GRACE: Loss-Resilient Real-Time Video Communication Using Data-Scalable Autoencoder

Across many real-time video applications, we see a growing need (especia...
research
05/02/2018

Lower bounds on the minimax redundancy for Markov chains with large state space

For any Markov source, there exist universal codes whose normalized code...
research
05/02/2018

Minimax redundancy for Markov chains with large state space

For any Markov source, there exist universal codes whose normalized code...

Please sign up or login with your details

Forgot password? Click here to reset