Search results for "R language"

showing 10 items of 388 documents

CODING PARTITIONS OF REGULAR SETS

2009

A coding partition of a set of words partitions this set into classes such that whenever a sequence, of minimal length, has two distinct factorizations, the words of these factorizations belong to the same class. The canonical coding partition is the finest coding partition that partitions the set of words in at most one unambiguous class and other classes that localize the ambiguities in the factorizations of finite sequences. We prove that the canonical coding partition of a regular set contains a finite number of regular classes and we give an algorithm for computing this partition. From this we derive a canonical decomposition of a regular monoid into a free product of finitely many re…

MonoidGeneral Mathematicsregular monoid0102 computer and information sciences02 engineering and technologyregular language01 natural sciences[INFO.INFO-CL]Computer Science [cs]/Computation and Language [cs.CL]CombinatoricsRegular language0202 electrical engineering electronic engineering information engineeringPartition (number theory)Finite setComputingMilieux_MISCELLANEOUSMathematicsDiscrete mathematics020206 networking & telecommunicationsPartition of a set16. Peace & justiceFree product010201 computation theory & mathematicscodeuniquely decipherable codecoding partitionRegular setsCoding (social sciences)International Journal of Algebra and Computation
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The Many Faces of a Translation

2000

First-order translations have recently been characterized as the maps computed by aperiodic single-valued nondeterministic finite transducers (NFTs). It is shown here that this characterization lifts to "V-translations" and "V-single-valued-NFTs", where V is an arbitrary monoid pseudovariety. More strikingly, 2-way V-machines are introduced, and the following three models are shown exactly equivalent to Eilenberg's classical notion of a bimachine when V is a group variety or when V is the variety of aperiodic monoids: V-translations, V-single-valued-NFTs and 2-way V-transducers.

MonoidGroup (mathematics)0102 computer and information sciences02 engineering and technologyCharacterization (mathematics)Translation (geometry)01 natural sciencesCombinatoricsNondeterministic algorithmRegular language010201 computation theory & mathematicsAperiodic graph0202 electrical engineering electronic engineering information engineering020201 artificial intelligence & image processingVariety (universal algebra)Mathematics
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Valoda: nozīme un forma, 6: Valodas sistēma un lietojums

2015

Rakstu krājums „Valoda: nozīme un forma. 6. Valodas sistēma un lietojums” ir Latvijas Universitātes Humanitāro zinātņu fakultātes Latviešu un vispārīgās valodniecības katedras (sadarbībā ar Baltu valodniecības katedru) 2014. gada 20. un 21. martā rīkotās 50. profesora Artura Ozola dienas starptautiskās zinātniskās konferences „Vispārīgā valodniecība: valodas sistēma un lietojums” referātu apkopojums.

MorphologyNeologismVispārīgā valodniecībaMorfosintakseModalityMorphemic structureEmīlija SoidaMorfēmikaMorfoloģijaAdvertisement texts:HUMANITIES and RELIGION::Languages and linguistics::Other languages::Baltic languages [Research Subject Categories]VārddarināšanaSpatial prepositionsOrthographyWord formation
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Valodu mācīšanās atbalsts un tā vadība neformālajā izglītībā Latvijā

2013

Elektroniskā versija nesatur pielikumus

Neformālā pieaugušo mācīšanāsValodu mācīšanās atbalsta vadībaEiropas valodu portfelismācīšanās autonomijaEuropean language portfolioatbalsts pieaugušajiem mācīties valodaslearner autonomyEducation Managementsupport for adult language learningmanagement of support for language learningnon-formal adult educationIzglītības vadībaVadība un administrēšana un nekustamo īpašumu pārvaldība
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Valoda: nozīme un forma, 7. Gramatika un saziņa

2016

Norādāmie vietniekvārdi:Languages and linguistics::Other languages::Baltic languages [HUMANITIES and RELIGION]DivdabjiGramatiskās sistēmasCiešamā kārtaNullformas latviešu valodāPriedēklis (latviešu valoda)Adverbs (latviešu valoda)
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Linguistica Lettica, Nr. 26

2018

OnīmiStilistikaLietuviešu valodaLingvodidaktikaFonētikaSintakseIgauņu valodaRomualds GranausksPieturzīmesFonoloģijaBaltkrievu valodaValodniecības bibliogrāfija 2017GramatikaHronika valodniecībasLeksikogrāfijaDialektoloģijaLeksikoloģija:HUMANITIES and RELIGION::Languages and linguistics::Other languages::Baltic languages [Research Subject Categories]Poļu valoda
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Patterns in words and languages

2004

AbstractA word p, over the alphabet of variables E, is a pattern of a word w over A if there exists a non-erasing morphism h from E∗ to A∗ such that h(p)=w. If we take E=A, given two words u,v∈A∗, we write u⩽v if u is a pattern of v. The restriction of ⩽ to aA∗, where A is the binary alphabet {a,b}, is a partial order relation. We introduce, given a word v, the set P(v) of all words u such that u⩽v. P(v), with the relation ⩽, is a poset and it is called the pattern poset of v. The first part of the paper is devoted to investigate the relationships between the structure of the poset P(v) and the combinatorial properties of the word v. In the last section, for a given language L, we consider …

PatternApplied MathematicsPartial order on wordStructure (category theory)Set (abstract data type)CombinatoricsFormal languagesSection (category theory)MorphismRegular languagePartial order on wordsDiscrete Mathematics and CombinatoricsOrder (group theory)Partially ordered setWord (group theory)MathematicsDiscrete Applied Mathematics
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Sur les Codes ZigZag et Leur Décidabilité

1990

AbstractThis paper deals with zigzag factorizations and zigzag codes. The language of “zigzag” over a regular language is represented by constructing a special family of two-way automata. Decidability of zigzag codes, previously shown for the finite languages, is proved here for all regular languages by the analysis of the set of “crossing sequences” produced by a two-way automation in the family. We also obtain that it is decidable whether or not a two-way automation of a certain type is non-ambiguous.RésuméDans ce papier on reprend les notions de factorisation zigzag et de code zigzag. On construit pour tout langage rationnel, une famille d'automates bilatéres lesquels reconnaissent les m…

Philosophy of languageCombinatoricsSet (abstract data type)Discrete mathematicsGeneral Computer ScienceRegular languageZigzagType (model theory)Computer Science(all)Theoretical Computer ScienceMathematicsDecidabilityAutomaton
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On the Conceptual History of the Term Lingua Franca

2015

This paper aims to give an outline of the development of the term “Lingua Franca”. Initially the proper name of an extinct pidgin, to “Lingua Franca”, the term has become a common noun, used with regard to language contact phenomena in general – at first specifically for pidgins and trade languages, but now for all vehicular languages. This broader usage is especially prominent in the field of research known as “English as a lingua franca” (ELF). Using ELF as an example, it is shown that the modern usage is partly inconsistent and can be misleading, as it connects a positive feature of the original Lingua Franca, viz linguistic equality, with a language with native speakers like English, wh…

Pidginpidgin languageEnglish as a lingua francaLingua Franca Conceptual history Pidgin language Vehicular language English as a lingua francaGeneral MedicineLanguage acquisitionLingua francaLinguisticsArticleconceptual historyEnglish as a lingua francavehicular languageLanguage contactLingua FrancaConceptual historyProper nounSociologycomputerMeaning (linguistics)computer.programming_languageApples - Journal of Applied Language Studies
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Learning of regular expressions by pattern matching

1995

We consider the problem of restoring regular expressions from good examples. We describe a natural learning algorithm for obtaining a “plausible” regular expression from one example. The algorithm is based on finding the longest substring which can be matched by some part of the so far obtained expression. We believe that the algorithm to a certain extent mimics humans guessing regular expressions from the same sort of examples. We show that for regular expressions of bounded length successful learning takes time linear in the length of the example, provided that the example is “good”. Under certain natural restrictions the run-time of the learning algorithm is polynomial also in unsuccessf…

PolynomialFinite-state machineRegular languageComputer scienceBounded functionRegular expressionPattern matchingAlgorithmExpression (mathematics)Substring
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