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Restricted Insertion-Deletion Systems  (Make Corrections)  
István Katsányi



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Abstract: In the past few years several paper showed, that various generative mechanisms in formal language theory that used context-dependent insertions and deletions are capable of generating any recursively enumerable languages [1, 2, 3, 4, 5, 6, 7, 8, 9]. Since such systems are also models of molecular computing, for practical reasons it is important to examine these systems in a restricted case, in which the number of symbols in the model of the alphabet is limited. In [4] it is showed that we ... (Update)

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BibTeX entry:   (Update)

@misc{ nyi-restricted,
  author = "István Katsányi",
  title = "Restricted Insertion-Deletion Systems",
  url = "citeseer.ist.psu.edu/632585.html" }
Citations (may not include all citations):
220   Formal Languages (context) - Salomaa - 1973
164   Handbook of Formal Languages (context) - Rozenberg, Salomaa - 1997
13   On Insertion and Deletion in Formal Languages (context) - Kari - 1991
7   Semicontextual grammars (context) - Galiukschov - 1981
7   Information and Computation (context) - Kari, Thierrin et al. - 1996
5   One-sided and two-sided context in formal grammars (context) - Penttonen - 1974
5   the crossroads of DNA computing and formal languages: Charac.. (context) - Kari, un et al. - 1997
2   Characterizations of recursively enumerable languages by mea.. (context) - Martin-Vide, un et al. - 1998
2   New Computing Paradigms (context) - un, Rozenberg et al. - 1998
2   the computational power of insertiondeletion systems (context) - Takahara, Yokomori - 2002
2   crowd: Set-conditional string processing (context) - Margenstern, un et al. - 2002
2   Context-free insertion-deletion systems (context) - Margenstern, un et al. - 2003
2   Circular contextual insertiondeletion with application to bi.. - Lila, Gloor et al. - 1999

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Solutions of some Classical Problems in Various Theoretical DNA.. - Katsanyi   (Correct)
Sets of Integers in Different Number Systems and the Chomsky.. - Katsanyi   (Correct)
Molecular Computing Solutions of Some Classical Problems - Katsanyi   (Correct)

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