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Algorithms to compute the lyndon array revisited
Conference

Algorithms to compute the lyndon array revisited

Abstract

The motivation for having an efficient algorithm for identifying all maximal Lyndon substrings of a string comes from the work of Bannai et al. on the Runs Conjecture. In 2015, they resolved the conjecture by considering Lyndon roots of runs and they also presented a unique linear algorithm for computing all runs. The uniqueness of the algorithm lies in the fact that it relies on the knowledge of all maximal Lyndon substrings, while all other …

Authors

Franek F; Liut M

Pagination

pp. 16-28

Publication Date

January 1, 2019

Conference proceedings

Proceedings of the Prague Stringology Conference Psc 2019