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Ling 442

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Lecture 6 Ling 442 Exercises (part 1) Why do the following two sentences have the same truth conditions? You must not smoke here. You may not smoke here. – PowerPoint PPT presentation

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Title: Ling 442


1
Lecture 6
  • Ling 442

2
Exercises (part 1)
  • Why do the following two sentences have the same
    truth conditions?
  • You must not smoke here.
  • You may not smoke here.

3
Exercises (part 2)
?
  • Formalize the following using ??.
  • Necessarily, a bachelor is unmarried.
  • A child could have invented the mousetrap.
  • The lake is sure to freeze tonight.
  • Right-turning traffic must give way.
  • Discuss the differences between 1 and 2
  • If Cain didnt kill Abel, then someone else did.
  • If Cain hadnt killed Abel, then someone else
    would have.

4
Cross-linguistic data
  • In Japanese, the concepts associated with deontic
    must/may and epistemic must/may are conveyed by
    two separate forms
  • (approximate translations into English)
  • Deontic must If you do not do it, it is no good.
  • Epistemic must It is not wrong that S.
  • Deontic may Even if you do it, it is good.
  • Epistemic may It is not known if S.
  • How about your language (if it is not English)?

5
Modal Perfect
  • In principle, any modal verb is ambiguous between
    epistemic and deontic readings. But complex forms
    (modal perfect) often lack deontic readings.
  • In order to take Ling 479, You must have taken
    L442. (deontic ok)
  • ?? An applicant to our graduate program may have
    been a member of another program. (deontic
    presumably impossible)

6
Epistemic vs. Counterfactual Possibilities
  • Nice example from the text
  • She might have fallen down the cliff. (Ambiguous
    between an epistemic reading and a counterfactual
    (Kearns calls it logical) reading.
  • If you have difficulty finding two readings, then
    try using could.
  • She could have fallen down the cliff.

7
Counterfactual conditions in more detail
  • The semantics of counterfactual conditionals
    cannot be stated in terms of the truth values of
    the component sentences.
  • You need to say something like the following
  • ?If S1, then S2? true iff in all possible worlds
    w most similar to the actual world among those in
    which ?S1? true, ?S2? true as well.
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