On the distance optimality of permutation mappings
Theo G. Swart, I. de Beer, Hendrik Christoffel Ferreira · 2005
We investigate the optimal Hamming distance that is achievable when mapping binary sequences to permutation sequences. This is used to determine how close to optimum some of the known mappings are. Furthermore, using simulation results we show that mappings found by exhaustive search using optimum distance as criterion perform better than previous known mappings