A Uniform Framework for Problems on Context-Free Grammars

Fuente: arXiv
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Hauptverfasser: Esparza, Javier, Rossmanith, Peter, Schwoon, Stefan
Format: Preprint
Veröffentlicht: 2024
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author Esparza, Javier
Rossmanith, Peter
Schwoon, Stefan
author_facet Esparza, Javier
Rossmanith, Peter
Schwoon, Stefan
contents In a paper published in Information Processing Letters in 2000, Bouajjani et al. presented an automata-based approach to a number of elementary problems on context-free grammars. This approach is of pedagogical interest since it provides a uniform solution to decision procedures usually solved by independent algorithms in textbooks. This paper improves upon the work by Bouajjani et al. in a number of ways. We present a new algorithm which not only has a better space complexity but is also (in our opinion) easier to read and understand. Moreover, a closer inspection reveals that the new algorithm is competitive to well-known solutions for most (but not all) standard problems.
format Preprint
id arxiv_https___arxiv_org_abs_2410_19386
institution arXiv
publishDate 2024
record_format arxiv
spellingShingle A Uniform Framework for Problems on Context-Free Grammars
Esparza, Javier
Rossmanith, Peter
Schwoon, Stefan
Formal Languages and Automata Theory
F.4.2; F.1.1
In a paper published in Information Processing Letters in 2000, Bouajjani et al. presented an automata-based approach to a number of elementary problems on context-free grammars. This approach is of pedagogical interest since it provides a uniform solution to decision procedures usually solved by independent algorithms in textbooks. This paper improves upon the work by Bouajjani et al. in a number of ways. We present a new algorithm which not only has a better space complexity but is also (in our opinion) easier to read and understand. Moreover, a closer inspection reveals that the new algorithm is competitive to well-known solutions for most (but not all) standard problems.
title A Uniform Framework for Problems on Context-Free Grammars
topic Formal Languages and Automata Theory
F.4.2; F.1.1
url https://arxiv.org/abs/2410.19386