Home
Scholarly Works
A Nonparametric Bayesian Approach for...
Conference

A Nonparametric Bayesian Approach for Opportunistic Data Transfer in Cellular Networks

Abstract

The number of mobile Internet users is growing rapidly, as well as the capability of mobile Internet devices. As a result, the enormous amount of traffic generated everyday on mobile Internet is pushing cellular services to their limits. We see great potential in the idea of scheduling the transmission of delay tolerant data towards times when the network condition is better. However, such scheduling requires good network condition prediction, which has not been effectively tackled in previous research. In this paper, we propose a Dynamic Hidden Markov Model (DHMM) to model the time dependent and location dependent network conditions observed by individual users. The model is dynamic since transition matrix and states are updated when new observations are available. On the other hand, it has all the properties of a Hidden Markov Model. DHMM can predict precisely the next state given the current state, hence can provide a good prediction of network condition. DHMM has two layers, the top layer is Received Signal Strength (RSS) and the bottom layer consists of states, defined as a mixture of location, time and the signal strength itself. Since the state is defined as a mixture, it is hidden and the number of states is also not known a priori. Thus, the Nonparametric Bayesian Classification is applied to determine the hidden states. We show through simulations that when combined with a Markov decision process, the opportunistic scheduling can reduce transmission costs up to 50.34% compared with a naive approach.

Authors

Nguyen NT; Wang Y; Liu X; Zheng R; Han Z

Series

Lecture Notes in Computer Science

Volume

7405

Pagination

pp. 88-99

Publisher

Springer Nature

Publication Date

September 4, 2012

DOI

10.1007/978-3-642-31869-6_7

Conference proceedings

Lecture Notes in Computer Science

ISSN

0302-9743
View published work (Non-McMaster Users)

Contact the Experts team