Abstract
We consider certain resolvable designs which have application to doubly perfect cartesian authentication schemes. These generalise structures determined by sets of mutually orthogonal latin squares and are related to semi-latin squares and other designs which find application in the design of experiments.
Publication Details
Keith M. Martin, Jennifer Seberry, Peter Wild, Resolvable designs applicable to cryptographic authentication schemes, Combinatorial Mathematics and Combinatorial Computing, 12, (1992) 153-160.