Questions, Answers and Presuppositions

Authors

  • Marie Duží VSB-Technical University Ostrava
  • Martina Číhalová Palacký University Olomouc

DOI:

https://doi.org/10.13053/cys-19-4-2327

Keywords:

Question, answer, presupposition, entailment, wide-scope vs. narrow-scope negation, Transparent Intensional Logic, TIL.

Abstract

The paper deals with empirical questions that come attached with a presupposition. In case that the presupposition is not true, there is no unambiguous direct answer. In such a case an adequate complete answer is a negated presupposition. Yet these simple ideas are connected with a bunch of problems. First, we must distinguish between a pragmatic and semantic presupposition, and thus also between a presupposition and mere entailment. Second, we show that the common definition of a presupposition of a question as such a proposition that is entailed by every possible answer to the question is not precise. We follow Frege and Strawson in treating survival under negation as the most important test for presupposition. But a negative answer to a question is often ambiguous. The ambiguity consists in not distinguishing between two kinds of negative answers, to wit the answers applying narrow-scope or wide-scope negation. While the former preserves presupposition, the latter seems to be presupposition denying. We show that in order that the negative answer be unambiguous, instead of the wide-scope negation presumably denying presupposition, an adequate and unambiguous answer is just the negated presupposition. Having defined presupposition of a question more precisely, we then examine Yes-No questions, Wh-questions and exclusive-or questions with respect to several kinds of presupposition triggers. These include inter alia topic-focus articulation, verbs expressing termination of an activity, factive verbs, the „whys and how comes“, and past or future tense with reference time interval. Our background theory is Transparent Intensional Logic (TIL) with its procedural semantics. TIL is an expressive logic apt for analysis of questions and presuppositions, because within TIL we work with partial functions, in particular with propositions with truth-value gaps. These features enabled us to define a general analytic schema of sentences associated with a presupposition. Our results are applicable in linguistics and artificial intelligence, in particular in the systems the behaviour of which is controlled by communication and reasoning of intelligent social agents.

Author Biographies

Marie Duží, VSB-Technical University Ostrava

received her CSc. degree (roughly equivalent to Ph.D.) in 1992 from the CzechAcademy of Sciences in Logic. Since 2001 she has been an Associate Professor of Mathematical Logic in VSB-Technical University Ostrava, Czech Republic. In 2002 she received the degree of Docent and in 2015 Professor of Computer Science. Her research interests include Transparent Intensional Logic, natural-language processing, extensional logic of hyperintensions, procedural semantics and l-calculi.

Martina Číhalová, Palacký University Olomouc

received her Ph.D. degree in Computer Science in 2012 from VSB-Technical University Ostrava, Czech Republic. She is currently an Assistant Professor in the Department of Philosophy, Faculty of Arts, Palacký University Olomouc, Czech Republic. Her research interests include mathematical logic, Transparent Intensional Logic, logical analysis of natural language, epistemology and procedural semantics of formal languages.

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Published

2015-12-18