Pseudo Quasi-3 Designs and their Applications to Coding Theory
Bracken, Carl (2009) Pseudo Quasi-3 Designs and their Applications to Coding Theory. Journal of Combinatorial Designs, 17 (5). pp. 411-418. ISSN 1063-8539
We define a pseudo quasi-3 design as a symmetric design with the property that the derived and residual designs with respect to at least one block are quasi-symmetric. Quasi-symmetric designs can be used to construct optimal self complementary codes. In this article we give a construction of an infinite family of pseudo quasi-3 designs whose residual designs allow us to construct a family of codes with a new parameter set that meet the Grey Rankin bound.
Repository Staff Only: item control page