The Semantic- Syntactic Scopes of Negation in English Language
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Chapter 18 Negation
Chapter 18 Negation Jong-Bok Kim Kyung Hee University, Seoul Each language has a way to express (sentential) negation that reverses the truth value of a certain sentence, but employs language-particular expressions and gram- matical strategies. There are four main types of negatives in expressing sentential negation: the adverbial negative, the morphological negative, the negative auxil- iary verb, and the preverbal negative. This chapter discusses HPSG analyses for these four strategies in marking sentential negation. 1 Modes of expressing negation There are four main types of negative markers in expressing negation in lan- guages: the morphological negative, the negative auxiliary verb, the adverbial negative, and the clitic-like preverbal negative (see Dahl 1979; Payne 1985; Zanut- tini 2001; Dryer 2005).1 Each of these types is illustrated in the following: (1) a. Ali elmalar-i ser-me-di-;. (Turkish) Ali apples-ACC like-NEG-PST-3SG ‘Ali didn’t like apples.’ b. sensayng-nim-i o-ci anh-usi-ess-ta. (Korean) teacher-HON-NOM come-CONN NEG-HON-PST-DECL ‘The teacher didn’t come.’ c. Dominique (n’) écrivait pas de lettre. (French) Dominique NEG wrote NEG of letter ‘Dominique did not write a letter.’ 1The term negator or negative marker is a cover term for any linguistic expression functioning as sentential negation. Jong-Bok Kim. 2021. Negation. In Stefan Müller, Anne Abeillé, Robert D. Borsley & Jean- Pierre Koenig (eds.), Head-Driven Phrase Structure Grammar: The handbook. Prepublished version. Berlin: Language Science Press. [Pre- liminary page numbering] Jong-Bok Kim d. Gianni non legge articoli di sintassi. (Italian) Gianni NEG reads articles of syntax ‘Gianni doesn’t read syntax articles.’ As shown in (1a), languages like Turkish have typical examples of morphological negatives where negation is expressed by an inflectional category realized on the verb by affixation. -
Grammatical Gender and Grammatical Stems
Grammatical gender and grammatical stems How many grammatical genders exist in Czech? How can we tell the grammatical gender of a noun? What is a grammatical stem and how do we determine it? Why is knowing the grammatical stem important? How does the ending of a noun help us to know whether it is a hard- or soft-stem noun? Like other European languages (German, French, Spanish) but unlike English, Czech nouns are marked for grammatical gender. Czech has three grammatical genders: Masculine (M), Feminine (F), and Neuter (N). M and F partly overlap with the natural gender of human beings, so we have učitel for a male teacher and učitelka for a female teacher, sportovec for a male athlete and sportovkyně for a female athlete… But grammatical gender is a feature of all nouns (names of inanimate things, places, abstractions…), and it plays an important role in how Czech grammar works. To determine the grammatical gender of a noun (Maskulinum, femininum nebo neutrum?), we look at the ending—the last consonant or vowel—of the word in the Nominative singular (the basic or dictionary form of the word). 1. The great majority of nouns that end in a consonant are Masculine: profesor (professor), hrad (castle), stůl (table), pes (dog), autobus (bus), počítač (computer), čaj (tea), sešit (workbook), mobil (cell-phone)… Masculine nouns can be further divided into animate nouns (people and animals) and inanimate nouns (things, places, abstractions). 2. The great majority of nouns that end in -a are Feminine: profesorka (professor), lampa (lamp), kočka (cat), kniha (book), ryba (fish), fotka (photo), třída (classroom), podlaha (floor), budova (building)… 3. -
The Term Declension, the Three Basic Qualities of Latin Nouns, That
Chapter 2: First Declension Chapter 2 covers the following: the term declension, the three basic qualities of Latin nouns, that is, case, number and gender, basic sentence structure, subject, verb, direct object and so on, the six cases of Latin nouns and the uses of those cases, the formation of the different cases in Latin, and the way adjectives agree with nouns. At the end of this lesson we’ll review the vocabulary you should memorize in this chapter. Declension. As with conjugation, the term declension has two meanings in Latin. It means, first, the process of joining a case ending onto a noun base. Second, it is a term used to refer to one of the five categories of nouns distinguished by the sound ending the noun base: /a/, /ŏ/ or /ŭ/, a consonant or /ĭ/, /ū/, /ē/. First, let’s look at the three basic characteristics of every Latin noun: case, number and gender. All Latin nouns and adjectives have these three grammatical qualities. First, case: how the noun functions in a sentence, that is, is it the subject, the direct object, the object of a preposition or any of many other uses? Second, number: singular or plural. And third, gender: masculine, feminine or neuter. Every noun in Latin will have one case, one number and one gender, and only one of each of these qualities. In other words, a noun in a sentence cannot be both singular and plural, or masculine and feminine. Whenever asked ─ and I will ask ─ you should be able to give the correct answer for all three qualities. -
A Symmetric Lambda-Calculus Corresponding to the Negation
A Symmetric Lambda-Calculus Corresponding to the Negation-Free Bilateral Natural Deduction Tatsuya Abe Software Technology and Artificial Intelligence Research Laboratory, Chiba Institute of Technology, 2-17-1 Tsudanuma, Narashino, Chiba, 275-0016, Japan [email protected] Daisuke Kimura Department of Information Science, Toho University, 2-2-1 Miyama, Funabashi, Chiba, 274-8510, Japan [email protected] Abstract Filinski constructed a symmetric lambda-calculus consisting of expressions and continuations which are symmetric, and functions which have duality. In his calculus, functions can be encoded to expressions and continuations using primitive operators. That is, the duality of functions is not derived in the calculus but adopted as a principle of the calculus. In this paper, we propose a simple symmetric lambda-calculus corresponding to the negation-free natural deduction based bilateralism in proof-theoretic semantics. In our calculus, continuation types are represented as not negations of formulae but formulae with negative polarity. Function types are represented as the implication and but-not connectives in intuitionistic and paraconsistent logics, respectively. Our calculus is not only simple but also powerful as it includes a call-value calculus corresponding to the call-by-value dual calculus invented by Wadler. We show that mutual transformations between expressions and continuations are definable in our calculus to justify the duality of functions. We also show that every typable function has dual types. Thus, the duality of function is derived from bilateralism. 2012 ACM Subject Classification Theory of computation → Logic; Theory of computation → Type theory Keywords and phrases symmetric lambda-calculus, formulae-as-types, duality, bilateralism, natural deduction, proof-theoretic semantics, but-not connective, continuation, call-by-value Acknowledgements The author thanks Yosuke Fukuda, Tasuku Hiraishi, Kentaro Kikuchi, and Takeshi Tsukada for the fruitful discussions, which clarified contributions of the present paper. -
Journal of Linguistics Negation, 'Presupposition'
Journal of Linguistics http://journals.cambridge.org/LIN Additional services for Journal of Linguistics: Email alerts: Click here Subscriptions: Click here Commercial reprints: Click here Terms of use : Click here Negation, ‘presupposition’ and the semantics/pragmatics distinction ROBYN CARSTON Journal of Linguistics / Volume 34 / Issue 02 / September 1998, pp 309 350 DOI: null, Published online: 08 September 2000 Link to this article: http://journals.cambridge.org/abstract_S0022226798007063 How to cite this article: ROBYN CARSTON (1998). Negation, ‘presupposition’ and the semantics/pragmatics distinction. Journal of Linguistics, 34, pp 309350 Request Permissions : Click here Downloaded from http://journals.cambridge.org/LIN, IP address: 144.82.107.34 on 12 Oct 2012 J. Linguistics (), –. Printed in the United Kingdom # Cambridge University Press Negation, ‘presupposition’ and the semantics/pragmatics distinction1 ROBYN CARSTON Department of Phonetics and Linguistics, University College London (Received February ; revised April ) A cognitive pragmatic approach is taken to some long-standing problem cases of negation, the so-called presupposition denial cases. It is argued that a full account of the processes and levels of representation involved in their interpretation typically requires the sequential pragmatic derivation of two different propositions expressed. The first is one in which the presupposition is preserved and, following the rejection of this, the second involves the echoic (metalinguistic) use of material falling in the scope of the negation. The semantic base for these processes is the standard anti- presuppositionalist wide-scope negation. A different view, developed by Burton- Roberts (a, b), takes presupposition to be a semantic relation encoded in natural language and so argues for a negation operator that does not cancel presuppositions. -
Serial Verb Constructions Revisited: a Case Study from Koro
Serial Verb Constructions Revisited: A Case Study from Koro By Jessica Cleary-Kemp A dissertation submitted in partial satisfaction of the requirements for the degree of Doctor of Philosophy in Linguistics in the Graduate Division of the University of California, Berkeley Committee in charge: Associate Professor Lev D. Michael, Chair Assistant Professor Peter S. Jenks Professor William F. Hanks Summer 2015 © Copyright by Jessica Cleary-Kemp All Rights Reserved Abstract Serial Verb Constructions Revisited: A Case Study from Koro by Jessica Cleary-Kemp Doctor of Philosophy in Linguistics University of California, Berkeley Associate Professor Lev D. Michael, Chair In this dissertation a methodology for identifying and analyzing serial verb constructions (SVCs) is developed, and its application is exemplified through an analysis of SVCs in Koro, an Oceanic language of Papua New Guinea. SVCs involve two main verbs that form a single predicate and share at least one of their arguments. In addition, they have shared values for tense, aspect, and mood, and they denote a single event. The unique syntactic and semantic properties of SVCs present a number of theoretical challenges, and thus they have invited great interest from syntacticians and typologists alike. But characterizing the nature of SVCs and making generalizations about the typology of serializing languages has proven difficult. There is still debate about both the surface properties of SVCs and their underlying syntactic structure. The current work addresses some of these issues by approaching serialization from two angles: the typological and the language-specific. On the typological front, it refines the definition of ‘SVC’ and develops a principled set of cross-linguistically applicable diagnostics. -
The “Person” Category in the Zamuco Languages. a Diachronic Perspective
On rare typological features of the Zamucoan languages, in the framework of the Chaco linguistic area Pier Marco Bertinetto Luca Ciucci Scuola Normale Superiore di Pisa The Zamucoan family Ayoreo ca. 4500 speakers Old Zamuco (a.k.a. Ancient Zamuco) spoken in the XVIII century, extinct Chamacoco (Ɨbɨtoso, Tomarâho) ca. 1800 speakers The Zamucoan family The first stable contact with Zamucoan populations took place in the early 18th century in the reduction of San Ignacio de Samuco. The Jesuit Ignace Chomé wrote a grammar of Old Zamuco (Arte de la lengua zamuca). The Chamacoco established friendly relationships by the end of the 19th century. The Ayoreos surrended rather late (towards the middle of the last century); there are still a few nomadic small bands in Northern Paraguay. The Zamucoan family Main typological features -Fusional structure -Word order features: - SVO - Genitive+Noun - Noun + Adjective Zamucoan typologically rare features Nominal tripartition Radical tenselessness Nominal aspect Affix order in Chamacoco 3 plural Gender + classifiers 1 person ø-marking in Ayoreo realis Traces of conjunct / disjunct system in Old Zamuco Greater plural and clusivity Para-hypotaxis Nominal tripartition Radical tenselessness Nominal aspect Affix order in Chamacoco 3 plural Gender + classifiers 1 person ø-marking in Ayoreo realis Traces of conjunct / disjunct system in Old Zamuco Greater plural and clusivity Para-hypotaxis Nominal tripartition All Zamucoan languages present a morphological tripartition in their nominals. The base-form (BF) is typically used for predication. The singular-BF is (Ayoreo & Old Zamuco) or used to be (Cham.) the basis for any morphological operation. The full-form (FF) occurs in argumental position. -
Expressing Negation
Expressing Negation William A. Ladusaw University of California, Santa Cruz Introduction* My focus in this paper is the syntax-semantics interface for the interpretation of negation in languages which show negative concord, as illustrated in the sentences in (1)-(4). (1) Nobody said nothing to nobody. [NS English] ‘Nobody said anything to anyone.’ (2) Maria didn’t say nothing to nobody. [NS English] ‘Maria didn’t say anything to anyone.’ (3) Mario non ha parlato di niente con nessuno. [Italian] ‘Mario hasn’t spoken with anyone about anything.’ (4) No m’ha telefonat ningú. [Catalan] ‘Nobody has telephoned me.’ Negative concord (NC) is the indication at multiple points in a clause of the fact that the clause is to be interpreted as semantically negated. In a widely spoken and even more widely understood nonstandard dialect of English, sentences (1) and (2) are interpreted as synonymous with those given as glosses, which are also well-formed in the dialect. The examples in (3) from Italian and (4) from Catalan illustrate the same phenomenon. The occurrence in these sentences of two or three different words, any one of which when correctly positioned would be sufficient to negate a clause, does not guarantee that their interpretation involves two or three independent expressions of negation. These clauses express only one negation, which is, on one view, simply redundantly indicated in two or three different places; each of the italicized terms in these sentences might be seen as having an equal claim to the function of expressing negation. However closer inspection indicates that this is not the correct view. -
Two Types of Serial Verb Constructions in Korean: Subject-Sharing and Index-Sharing
Two Types of Serial Verb Constructions in Korean: Subject-Sharing and Index-Sharing Juwon Lee The University of Texas at Austin Proceedings of the 21st International Conference on Head-Driven Phrase Structure Grammar University at Buffalo Stefan Muller¨ (Editor) 2014 CSLI Publications pages 135–155 http://csli-publications.stanford.edu/HPSG/2014 Lee, Juwon. 2014. Two Types of Serial Verb Constructions in Korean: Subject- Sharing and Index-Sharing. In Muller,¨ Stefan (Ed.), Proceedings of the 21st In- ternational Conference on Head-Driven Phrase Structure Grammar, University at Buffalo, 135–155. Stanford, CA: CSLI Publications. Abstract In this paper I present an account for the lexical passive Serial Verb Constructions (SVCs) in Korean. Regarding the issue of how the arguments of an SVC are realized, I propose two hypotheses: i) Korean SVCs are broadly classified into two types, subject-sharing SVCs where the subject is structure-shared by the verbs and index- sharing SVCs where only indices of semantic arguments are structure-shared by the verbs, and ii) a semantic argument sharing is a general requirement of SVCs in Korean. I also argue that an argument composition analysis can accommodate such the new data as the lexical passive SVCs in a simple manner compared to other alternative derivational analyses. 1. Introduction* Serial verb construction (SVC) is a structure consisting of more than two component verbs but denotes what is conceptualized as a single event, and it is an important part of the study of complex predicates. A central issue of SVC is how the arguments of the component verbs of an SVC are realized in a sentence. -
The Serial Verb Construction in Chinese: a Tenacious Myth and a Gordian Knot Waltraud Paul
The serial verb construction in Chinese: A tenacious myth and a Gordian knot Waltraud Paul To cite this version: Waltraud Paul. The serial verb construction in Chinese: A tenacious myth and a Gordian knot. Lin- guistic Review, De Gruyter, 2008, 25 (3-4), pp.367-411. 10.1515/TLIR.2008.011. halshs-01574253 HAL Id: halshs-01574253 https://halshs.archives-ouvertes.fr/halshs-01574253 Submitted on 12 Aug 2017 HAL is a multi-disciplinary open access L’archive ouverte pluridisciplinaire HAL, est archive for the deposit and dissemination of sci- destinée au dépôt et à la diffusion de documents entific research documents, whether they are pub- scientifiques de niveau recherche, publiés ou non, lished or not. The documents may come from émanant des établissements d’enseignement et de teaching and research institutions in France or recherche français ou étrangers, des laboratoires abroad, or from public or private research centers. publics ou privés. The serial verb construction in Chinese: A tenacious myth and a Gordian knot1 WALTRAUD PAUL Abstract The term “construction” is not a label to be assigned randomly, but presup- poses a structural analysis with an associated set of syntactic and semantic properties. Based on this premise, the term “serial verb construction” (SVC) as currently used in Chinese linguistics will be shown to simply refer to any multi- verb surface string i.e,. to subsume different constructions. The synchronic consequence of this situation is that SVCs in Chinese linguistics are not com- mensurate with SVCs in, e.g., Niger-Congo languages, whence the futility at this stage to search for a “serialization parameter” deriving the differences between so-called “serializing” and “non-serializing” languages. -
Logic, Sets, and Proofs David A
Logic, Sets, and Proofs David A. Cox and Catherine C. McGeoch Amherst College 1 Logic Logical Statements. A logical statement is a mathematical statement that is either true or false. Here we denote logical statements with capital letters A; B. Logical statements be combined to form new logical statements as follows: Name Notation Conjunction A and B Disjunction A or B Negation not A :A Implication A implies B if A, then B A ) B Equivalence A if and only if B A , B Here are some examples of conjunction, disjunction and negation: x > 1 and x < 3: This is true when x is in the open interval (1; 3). x > 1 or x < 3: This is true for all real numbers x. :(x > 1): This is the same as x ≤ 1. Here are two logical statements that are true: x > 4 ) x > 2. x2 = 1 , (x = 1 or x = −1). Note that \x = 1 or x = −1" is usually written x = ±1. Converses, Contrapositives, and Tautologies. We begin with converses and contrapositives: • The converse of \A implies B" is \B implies A". • The contrapositive of \A implies B" is \:B implies :A" Thus the statement \x > 4 ) x > 2" has: • Converse: x > 2 ) x > 4. • Contrapositive: x ≤ 2 ) x ≤ 4. 1 Some logical statements are guaranteed to always be true. These are tautologies. Here are two tautologies that involve converses and contrapositives: • (A if and only if B) , ((A implies B) and (B implies A)). In other words, A and B are equivalent exactly when both A ) B and its converse are true. -
RELATIONAL PARAMETRICITY and CONTROL 1. Introduction the Λ
Logical Methods in Computer Science Vol. 2 (3:3) 2006, pp. 1–22 Submitted Dec. 16, 2005 www.lmcs-online.org Published Jul. 27, 2006 RELATIONAL PARAMETRICITY AND CONTROL MASAHITO HASEGAWA Research Institute for Mathematical Sciences, Kyoto University, Kyoto 606-8502 Japan, and PRESTO, Japan Science and Technology Agency e-mail address: [email protected] Abstract. We study the equational theory of Parigot’s second-order λµ-calculus in con- nection with a call-by-name continuation-passing style (CPS) translation into a fragment of the second-order λ-calculus. It is observed that the relational parametricity on the tar- get calculus induces a natural notion of equivalence on the λµ-terms. On the other hand, the unconstrained relational parametricity on the λµ-calculus turns out to be inconsis- tent. Following these facts, we propose to formulate the relational parametricity on the λµ-calculus in a constrained way, which might be called “focal parametricity”. Dedicated to Prof. Gordon Plotkin on the occasion of his sixtieth birthday 1. Introduction The λµ-calculus, introduced by Parigot [26], has been one of the representative term calculi for classical natural deduction, and widely studied from various aspects. Although it still is an active research subject, it can be said that we have some reasonable un- derstanding of the first-order propositional λµ-calculus: we have good reduction theories, well-established CPS semantics and the corresponding operational semantics, and also some canonical equational theories enjoying semantic completeness [16, 24, 25, 36, 39]. The last point cannot be overlooked, as such complete axiomatizations provide deep understand- ing of equivalences between proofs and also of the semantic structure behind the syntactic presentation.