Search results for " Languages"

showing 10 items of 1859 documents

Co-occurrence of discourse markers in English : from juxtaposition to composition

2019

Abstract In this paper, we report on a qualitative analysis of co-occurring discourse markers, that is, sequences of adjacent discourse markers that belong to the same unit but may express different functions. We examine several formal and functional features of these co-occurring strings on the basis of corpus examples extracted from conversational data in English. In particular, we focus on scope, meaning-in-context (or functions), syntactic category and position. Our analysis reveals several degrees of integration: differences in scope allow us to differentiate juxtaposition and combination of markers. In the case of combination, difference in meaning integration allows us to distinguish…

Discourse markers050101 languages & linguisticsLinguistics and LanguageComputer scienceScope05 social sciencesCo-occurrenceDM co-occurrenceCorpus050105 experimental psychologyLanguage and LinguisticsLinguisticsLanguages and LiteraturesFocus (linguistics)AnnotationSyntactic categoryArtificial IntelligenceEnglishPragmatic functions0501 psychology and cognitive sciencesComposition (language)Scope (computer science)Discourse markerMeaning (linguistics)
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Using discourse segmentation to account for the polyfunctionality of discourse markers:The case of well

2021

Abstract A large number of studies describe the many different functions of polyfunctional discourse markers like well in different contexts and from different theoretical perspectives. In the current paper, we propose to systematize the many different uses identified based on their position with respect to the discourse units they are associated with. Not only can previous findings on well be integrated into a single coherent representation of its uses and functions, but the positions with respect to the discourse units can also be associated with specific functions, thus shedding light on how the polyfunctionality of well is brought about.

Discourse markers050101 languages & linguisticsLinguistics and LanguageDiscourse unitsCurrent (mathematics)Computer sciencecomputer.software_genreWell050105 experimental psychologyLanguage and LinguisticsConstruction grammarArtificial IntelligencePosition (vector)Discourse segmentation0501 psychology and cognitive sciencesSegmentationPolyfunctionalitybusiness.industry05 social sciencesRepresentation (systemics)Construction grammarArtificial intelligencebusinesscomputerVAMDiscourse markerNatural language processing
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Combinations of discourse markers with repairs and repetitions in English, French and Spanish

2020

Abstract Discourse markers have a central role in planning and repairing processes of speech production. They relate with fluency and disfluency phenomena such as pauses, repetitions and reformulations. Their polyfunctionality is challenging and few form-function mappings are stable cross-linguistically. This study combines a functional and a structural approach to discourse markers and their combination with and within repetitions and self-repairs in native English, French and Spanish, in order to establish the inter-relation between these three fluency-related devices and to find potentially universal patterns of use. Qualitative coding and quantitative analyses of categories of markers a…

Discourse markers050101 languages & linguisticsSpeech productionLinguistics and LanguageFrenchComputer scienceSpanish050105 experimental psychologyLanguage and LinguisticsLanguages and LiteraturesFluencyNative english/dk/atira/pure/subjectarea/asjc/3300/3310Artificial IntelligencePRAGMATIC MARKERSEnglishRepetitions0501 psychology and cognitive sciencesStructural approach/dk/atira/pure/subjectarea/asjc/1200/120305 social sciencesWELLLinguisticsDisfluency/dk/atira/pure/subjectarea/asjc/1700/1702WORDSDiscourse markerRepairCoding (social sciences)
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Epichristoffel Words and Minimization of Moore Automata

2014

This paper is focused on the connection between the combinatorics of words and minimization of automata. The three main ingredients are the epichristoffel words, Moore automata and a variant of Hopcroft's algorithm for their minimization. Epichristoffel words defined in [14] generalize some properties of circular sturmian words. Here we prove a factorization property and the existence of the reduction tree, that uniquely identifies the structure of the word. Furthermore, in the paper we investigate the problem of the minimization of Moore automata by defining a variant of Hopcroft's minimization algorithm. The use of this variant makes simpler the computation of the running time and consequ…

Discrete mathematicsAlgebra and Number TheoryReduction (recursion theory)Structure (category theory)Tree (graph theory)Theoretical Computer ScienceAutomatonCombinatoricsComputational Theory and MathematicsDFA minimizationFactorizationMinificationComputer Science::Formal Languages and Automata TheoryWord (computer architecture)Information SystemsMathematicsFundamenta Informaticae
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On the Shuffle of Star-Free Languages

2012

Motivated by the general problem to characterize families of languages closed under shuffle, we investigate some conditions under which the shuffle of two star-free languages is star-free. Some of the special cases here approached give rise to new problems in combinatorics on words.

Discrete mathematicsAlgebra and Number TheorySettore INF/01 - Informaticapure submonoidGeneral problemAbstract family of languagesRegular languageComputer Science::Computation and Language (Computational Linguistics and Natural Language and Speech Processing)Star (graph theory)star-free languageCone (formal languages)shuffle of languagePumping lemma for regular languagesTheoretical Computer ScienceCombinatorics on wordsComputational Theory and MathematicsRegular languagecombinatorics on words.Information SystemsMathematicsFundamenta Informaticae
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A note on renewal systems

1992

Abstract A renewal system is a symbolic dynamical system generated by free concatenations of a finite set of words. In this paper we prove that, given two systems which are both renewal and Markov systems, it is decidable whether they are topologically conjugate. The proof makes use of the methods and the techniques of formal language theory.

Discrete mathematicsAlgebraGeneral Computer ScienceFormal languageMarkov systemsDynamical system (definition)Topological conjugacyFinite setComputer Science::Formal Languages and Automata TheoryDecidabilityMathematicsTheoretical Computer ScienceComputer Science(all)Theoretical Computer Science
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Regularly Algebraizable Logics

2001

A sentential logic (S, C) is regularly algebraizable (alias 1-algebraizable) if it possesses a non-empty system E(p, q) of equivalence sentences such that E(p, q) ⊆ C(p, q).

Discrete mathematicsAliasEquivalence (formal languages)Propositional calculusMathematics
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On Sturmian Graphs

2007

AbstractIn this paper we define Sturmian graphs and we prove that all of them have a certain “counting” property. We show deep connections between this counting property and two conjectures, by Moser and by Zaremba, on the continued fraction expansion of real numbers. These graphs turn out to be the underlying graphs of compact directed acyclic word graphs of central Sturmian words. In order to prove this result, we give a characterization of the maximal repeats of central Sturmian words. We show also that, in analogy with the case of Sturmian words, these graphs converge to infinite ones.

Discrete mathematicsApplied MathematicsCDAWGsContinued fractionsSturmian wordSturmian wordsCharacterization (mathematics)RepeatsDirected acyclic graphCombinatoricsIndifference graphSturmian words CDAWGs Continued fractions RepeatsChordal graphComputer Science::Discrete MathematicsDiscrete Mathematics and CombinatoricsContinued fractionWord (group theory)Computer Science::Formal Languages and Automata TheoryReal numberMathematics
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A decidable word problem without equivalent canonical term rewriting system

1989

We present a weak associative single-axiom system having the following property: the word problem is decidable with an efficient algorithm even though there does not exist any finite equivalent canonical term rewriting system.

Discrete mathematicsApplied MathematicsPost canonical systemComputer Science ApplicationsDecidabilityPhilosophy of languageComputational Theory and MathematicsConfluenceComputingMethodologies_SYMBOLICANDALGEBRAICMANIPULATIONWord problem (mathematics)RewritingEquivalence (formal languages)Computer Science::Formal Languages and Automata TheoryAssociative propertyMathematicsInternational Journal of Computer Mathematics
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Forbidden words in symbolic dynamics

2000

AbstractWe introduce an equivalence relation≃between functions from N to N. By describing a symbolic dynamical system in terms of forbidden words, we prove that the≃-equivalence class of the function that counts the minimal forbidden words of a system is a topological invariant of the system. We show that the new invariant is independent from previous ones, but it is not characteristic. In the case of sofic systems, we prove that the≃-equivalence of the corresponding functions is a decidable question. As a more special application, we show, by using the new invariant, that two systems associated to Sturmian words having “different slope” are not conjugate.

Discrete mathematicsApplied Mathematicsautomata and formal languages010102 general mathematics[INFO.INFO-DS]Computer Science [cs]/Data Structures and Algorithms [cs.DS]Symbolic dynamics[INFO.INFO-DS] Computer Science [cs]/Data Structures and Algorithms [cs.DS]0102 computer and information sciencesFunction (mathematics)16. Peace & justice01 natural sciencesDecidabilitysymbolic dynamics010201 computation theory & mathematicsEquivalence relationcombinatoric on words0101 mathematicsInvariant (mathematics)Dynamical system (definition)Equivalence (measure theory)Computer Science::Formal Languages and Automata TheoryWord (group theory)ComputingMilieux_MISCELLANEOUSMathematics
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