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Isometry Groups of Formal Languages for Generalized Levenshtein Distances

Mathematical Notes
The paper investigates isometry groups of formal languages equipped with generalized Levenshtein distances, a family of edit distances where insertion and deletion share the same weight \(\gamma > 0\) and substitution has weight \(\theta > 0\) (see [\textit{V. I. Levenshtein}, Dokl. Akad. Nauk SSSR 163, 845--848 (1965; Zbl 0149.15905)]). The main focus
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Comparing Levenshtein distance and dynamic time warping in predicting listeners’ judgments of accent distance

Speech Communication, 2023
Tessa Bent, Cynthia Clopper, Holly Lind-Combs +2 more
exaly

Levenshtein distance as a measure of accuracy and precision in forensic PCR-MPS methods

Forensic Science International: Genetics, 2021
Brian Young
exaly

Analyzing the Content of Business Documents Recognized with a Large Number of Errors Using Modified Levenshtein Distance

Studies in Systems, Decision and Control, 2022
Oleg Slavin
exaly

A novel approach for the structural comparison of origin-destination matrices: Levenshtein distance

Transportation Research Part C: Emerging Technologies, 2020
Edward Chung, Ashish Bhaskar, Krishna Behara +2 more
exaly

An accurate estimation of the Levenshtein distance using metric trees and Manhattan distance

2012 6th International Workshop on Software Clones (IWSC), 2012
Thierry Lavoie, Ettore Merlo
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Development of Porting Analyzer to Search Cross-Language Code Clones Using Levenshtein Distance

Smart Innovation, Systems and Technologies, 2021
Latha Parthiban
exaly