On the adjustment of the weights of the levenshtein distance for the description of sequences of rhythmic motor primitives

Abstract

Recently, some modifications of the approximate period problem was considered as models for the investigation of sequences of rhythmic mo-tor primitives. Some weighted Levenshtein distance is needed for such models. To obtain efficient models we need to find a proper adjustment of the weights of the Levenshtein distance. In this paper, we consider an approach to proper adjustment of the weights. © 2015 Anna Gorbenko and Vladimir Popov.