منابع مشابه
On syntactic groups
We prove that for any finite prefix code X with n elements, the non special subgroups in the syntactic monoid of X have degree at most n − 1. This implies in particular that the groups in the syntactic monoid of X are all cyclic when X is a prefix code with three elements.
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Finite permutation groups can be considered as building blocks of finite transformation monoids. Indeed, by the Krohn-Rhodes Theorem, any finite transformation monoid divides a semidirect product of permutation groups and three element transformation monoids. Given a transformation monoid M on a finite set, defined by a finite set of generators, it is in general non-trivial to obtain a descript...
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We give a simplified presentation of groups in transformation monoids. We use this presentation to describe two recent results on syntactic groups of prefix codes. The first one uses Sturmian words to build finite bifix codes with a given permutation group as syntactic group. The second one describes a class of prefix codes such that all their syntactic groups are cyclic. © 2012 Elsevier Ltd. A...
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Various works have used word alignments in parallel corpora to transfer information like POS tags, syntactic trees and word senses from source to target sentences. In this paper, we work on the problem of projecting syntactic relations from English to morphologically rich Hindi parallel text. We show the effectiveness of Local Word Groups (LWGs) in simplifying alignments as well as in transferr...
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the present study is an experimental case study which investigates the impacts, if any, of skopos on syntactic features of the target text. two test groups each consisting of 10 ma students translated a set of sentences selected from advertising texts in the operative and informative mode. the resulting target texts were then statistically analyzed in terms of the number of words, phrases, si...
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ژورنال
عنوان ژورنال: Bulletin of the Belgian Mathematical Society - Simon Stevin
سال: 2003
ISSN: 1370-1444
DOI: 10.36045/bbms/1074791330