Information flows and Information bottlenecks in Network Coding
Lead Research Organisation:
Queen Mary University of London
Department Name: Sch of Electronic Eng & Computer Science
Abstract
Transport of information is fundamentally different from transport of traditional commodities, since information can be copied and transformed during transmission while ordinary commodities cannot. The main challenge is to develop results and techniques for handling digital information. The main technical challenge and motivation is to use the insights and results in Network Coding to attack the matrix transposition problem as well as Valiant's shift problem which are both long standing open questions in circuit complexity theory.The purpose of the proposal is to investigate how information can most efficiently be transmitted through various types of communication networks. The project will use recent computer generated results in Information theory to identify and reason about information bottlenecks. The main motivation for the work is to understand information flows and information bottlenecks in a context that is relevant to long standing open questions in (Circuit) Complexity Theory. The project also aims at bridging the gab between these theoretical questions and potential applications of Network Coding.
People |
ORCID iD |
Soren Riis (Principal Investigator) | |
Peter Cameron (Co-Investigator) |
Publications
Baber R
(2017)
Graph Guessing Games and Non-Shannon Information Inequalities
in IEEE Transactions on Information Theory
Cameron P
(2012)
Remoteness of permutation codes
in European Journal of Combinatorics
Cameron P
(2013)
Combinatorial representations
in Journal of Combinatorial Theory, Series A
Gadouleau M
(2015)
Fixed Points of Boolean Networks, Guessing Graphs, and Coding Theory
in SIAM Journal on Discrete Mathematics
Gadouleau M
(2011)
Max-flow min-cut theorem for Rényi entropy in communication networks
Gadouleau M
(2011)
Graph-Theoretical Constructions for Graph Entropy and Network Coding Based Communications
in IEEE Transactions on Information Theory
Gadouleau M
(2015)
Memoryless computation: New results, constructions, and extensions
in Theoretical Computer Science
Riis S
(2019)
Max-flow min-cut theorems on dispersion and entropy measures for communication networks
in Information and Computation
Description | Constructed new classes of communication networks and proved them to be more efficient in dispersing information than methods currently used in telecommunication. Developed a new method for analysing dynamic communication networks (e.g. computer networks, the internet, wireless communication) prone to link failures, point failures, noisy channels and changes in network structure. Introduced a new mathematical discipline: combinatorial representations. Pioneered a new design in computation that uses no memory and where the data processing works directly on the input data. |
Exploitation Route | As a driver for developing new technologies in communication and computation. Through Industrial collaboration. |
Sectors | Digital/Communication/Information Technologies (including Software),Education,Electronics,Transport,Other |
Description | Public engagement with technology and engineering. |
Sector | Education |
Impact Types | Cultural |