DocumentCode
1232771
Title
Perfectly Secure Message Transmission Revisited
Author
Wang, Yongge ; Desmedt, Yvo
Author_Institution
Dept. of Software & Inf. Syst., North Carolina Univ., Charlotte, NC
Volume
54
Issue
6
fYear
2008
fDate
6/1/2008 12:00:00 AM
Firstpage
2582
Lastpage
2595
Abstract
Secure communications guaranteeing reliability and privacy (without unproven assumptions) in networks with active adversaries has been an important research issue. It has been studied for point to point networks by Dolev-Dwork-Waarts-Yung (J. ACM 1993), Desmedt-Wang (Eurocrypt 2002), and Srinathan-Narayanan-Rangan (Crypto 2004). Dolev-Dwork-Waarts-Yung gave necessary and sufficient conditions for secure communication in networks with the condition that (1) all the channels are two-way; or (2) all the channels are one-way from the sender to the receiver. In this paper, we study the general case with a network modeled by a directed graph. In this general case, there are communication channels from the sender to the receiver and there are feedback channels from the receiver to the sender. We give necessary and sufficient bounds on the number of channels that are required from sender to receiver given a number of ldquofeedbackrdquo channels from receiver to sender. We give these bounds for the case reliability is perfect, as well as for the case it is not perfect.
Keywords
cryptographic protocols; graph theory; message authentication; telecommunication network reliability; telecommunication network topology; telecommunication security; communication channels; communication protocol; directed graph; hypergraphs; network privacy; network reliability; perfectly secure message transmission revisited; secure communications; Communication channels; Cryptography; Distributed computing; Feedback; Information systems; Privacy; Protocols; Software systems; Sufficient conditions; Telecommunication network reliability; Communication protocol; network connectivity; network security; privacy; reliability;
fLanguage
English
Journal_Title
Information Theory, IEEE Transactions on
Publisher
ieee
ISSN
0018-9448
Type
jour
DOI
10.1109/TIT.2008.921676
Filename
4529295
Link To Document