New quinary linear codes from quasi-twisted codes and their duals
One of the central problems in algebraic coding theory is construction of linear codes with best possible parameters. Quasi-twisted (QT) codes have been promising to solve this problem. Despite extensive search in this class and discovery of a large number of new codes, we have been able to find still more new codes that are QT over the alphabet F5 using a more comprehensive search strategy.
Aydin, Nuh and Ackerman, Ryan, "New quinary linear codes from quasi-twisted codes and their duals" (2010). Faculty Publications. Paper 20.