WSEAS Transactions on Mathematics
Print ISSN: 1109-2769, E-ISSN: 2224-2880
Volume 13, 2014
Constructions for Key Distribution Pattern Using Resolvable Designs
Authors: ,
Abstract: Key distribution patterns (KDPs) are finite incidence structures satisfying a certain property which makes them widely used in minimizing the key storage and ensuring the security of communication between users in a large network. In this paper we discuss the close connection between resolvable designs and KDPs, and convert the constructions of KDPs into the constructions of resolvable designs. Finally, we give a construction of (q^2, q, 1)- ARBIBD and generalize it to constructions of resolvable design with qn (n is a integer and n ≥ 2) points by mathematical induction.