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Intersective modifier

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Utterance that conveys intersection of denotations

Inlinguistics, anintersective modifier is an expression whichmodifies another by delivering theintersection of theirdenotations. One example is the English adjective "blue", whose intersectivity can be seen in the fact that being a "blue pig"entails being both blue and a pig. By contrast, the English adjective "former" is non-intersective since a "former president" is neither former nor a president.[1][2]

When a modifier is intersective, its contribution to the sentence's truth conditions do not depend on the particular expression it modifies. This means that one can test whether a modifier is intersective by seeing whether it gives rise tovalid reasoning patterns such as the following.[3]

  1. Floyd is a Canadian surgeon.
  2. Floyd is an arsonist.
  3. Valid: Therefore Floyd is a Canadian arsonist.

With a non-intersective modifiers such as "skillful", the equivalentdeduction would not be valid.[4]

  1. Floyd is a skillful surgeon.
  2. Floyd is an arsonist.
  3. Not valid: Therefore Floyd is a skillful arsonist.

Modifiers can beambiguous, having both intersective and nonintersective interpretations. For instance, the example below has an intersective reading on which Oleg is both beautiful and a dancer, but it also has a merelysubsective reading on which Oleg dances beautifully but need not himself be beautiful.[5]

  1. Oleg is a beautiful dancer.

On a textbook semantics for modification, an intersective modifierdenotes the set of individuals which have the property in question. When the modifier modifies a modifiee which also denotes a set of individuals, the resulting phrase denotes the intersection of their denotations.[6]

  1. [[blue]]={x|x is blue }{\displaystyle [\![{\text{blue}}]\!]=\{x\,|\,x{\text{ is blue }}\}}
  2. [[blue pig]]={x|x is blue }{x|x is a pig }{\displaystyle [\![{\text{blue pig}}]\!]=\{x\,|\,x{\text{ is blue }}\}\cap \{x\,|\,x{\text{ is a pig }}\}}

Such meanings can becomposed either by introducing an interpretation rulePredicate Modification which hard-codes intersectivity. However, this mode of composition can also be delivered by standardFunction Application if the modifier is given a highersemantic type, either lexically or by applying atype shifter.[6]

  1. Predicate Modification Rule: Ifα{\displaystyle \alpha } is a branching node with daughtersβ{\displaystyle \beta } andγ{\displaystyle \gamma } where[[β]],[[γ]]De,t{\displaystyle [\![\beta ]\!],[\![\gamma ]\!]\in {\mathcal {D}}_{\langle e,t\rangle }}, then[[α]]=λxe.x[[β]][[γ]]{\displaystyle [\![\alpha ]\!]=\lambda x_{e}\,.\,x\in [\![\beta ]\!]\cap [\![\gamma ]\!]}.

See also

[edit]
Look upintersective in Wiktionary, the free dictionary.

References

[edit]
  1. ^Morzycki, Marcin (2016).Modification(PDF). Cambridge University Press. pp. 14–16.
  2. ^Kennedy, Chris (2012)."Adjectives"(PDF). In Graff Fara, Delia; Russell, Gillian (eds.).The Routledge Companion to Philosophy of Language. Routledge.
  3. ^Morzycki, Marcin (2016).Modification(PDF). Cambridge University Press. p. 16.
  4. ^Morzycki, Marcin (2016).Modification(PDF). Cambridge University Press. p. 17.
  5. ^Morzycki, Marcin (2016).Modification(PDF). Cambridge University Press. p. 19.
  6. ^abHeim, Irene;Kratzer, Angelika (1998).Semantics in Generative Grammar. Blackwell. pp. 63–68.ISBN 0631197133.
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