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Title: Self-reproducing pushdown transducers (English)
Author: Meduna, Alexander
Author: Lorenc, Luboš
Language: English
Journal: Kybernetika
ISSN: 0023-5954
Volume: 41
Issue: 4
Year: 2005
Pages: [531]-537
Summary lang: English
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Category: math
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Summary: After a translation of an input string, $x$, to an output string, $y$, a self- reproducing pushdown transducer can make a self-reproducing step during which it moves $y$ to its input tape and translates it again. In this self- reproducing way, it can repeat the translation $n$-times for any $n \ge 1$. This paper demonstrates that every recursively enumerable language can be characterized by the domain of the translation obtained from a self- reproducing pushdown transducer that repeats its translation no more than three times. (English)
Keyword: pushdown transducer
Keyword: self-reproducing pushdown transduction
Keyword: recursively enumerable languages
MSC: 68Q45
idZBL: Zbl 1249.68104
idMR: MR2180361
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Date available: 2009-09-24T20:10:56Z
Last updated: 2015-03-23
Stable URL: http://hdl.handle.net/10338.dmlcz/135673
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Reference: [1] Harrison M. A.: Introduction to Formal Language Theory.Addison–Wesley, Reading 1978 Zbl 0411.68058, MR 0526397
Reference: [2] Kleijn H. C. M., Rozenberg G.: On the generative power of regular pattern grammars.Acta Inform. 20 (1983), 391–411 Zbl 0541.68048, MR 0732313
Reference: [3] Meduna A.: Automata and Languages: Theory and Applications.Springer, London 2000 Zbl 0951.68056, MR 1778364
Reference: [4] Meduna A.: Simultaneously one-turn two-pushdown automata.Internat. Computer Math. 80 (2003), 679–687 Zbl 1103.68587, MR 1984796, 10.1080/0020716031000070616
Reference: [5] Meduna A., Kolar D.: Regulated pushdown automata.Acta Cybernet. 14 (2000), 653–664 Zbl 1011.68049, MR 1790232
Reference: [6] Revesz G. E.: Introduction to Formal Languages.McGraw–Hill, New York 1983
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