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(Elucidate proposal aims) |
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==TODO proposal details== | ==TODO proposal details== | ||
Lift Toaq's current first-order truth-conditional semantics into first-order inquisitive semantics. | Lift Toaq's current first-order truth-conditional semantics into first-order inquisitive semantics. This (I predict) will be doable with a minimum of hassle. | ||
TODO Show how <math>?</math> and <math>!</math> can be used to build a good semantics for questions, such as with <math>\lambda \text{P}. ?\exists x. \text{P}\left(x\right)</math> and <math>\lambda \text{P}. \forall x. ?\text{P}\left(x\right)</math> {{t|hí}} variants for exhaustivity. | TODO Show how <math>?</math> and <math>!</math> can be used to build a good semantics for questions, such as with <math>\lambda \text{P}. ?\exists x. \text{P}\left(x\right)</math> and <math>\lambda \text{P}. \forall x. ?\text{P}\left(x\right)</math> {{t|hí}} variants for exhaustivity. | ||
Do we end up needing the completeness operators? For embedded clauses only or also main clauses? | Do we end up needing the completeness operators? For embedded clauses only or also main clauses? |
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