English copular predicates #
This file defines the English predicates of the form be + adjective that embed a clause: the
emotive factive annoyed (that p) and the veridical non-factive right (that p), which entails
its complement without presupposing it, both from Degen and Tonhauser's projection experiments,
and able (to VP), which Karttunen lists among the positive verbs that are implicative by
default but admit the weaker presupposition of a necessary condition only, so that its negation
entails the negation of the complement while its affirmative need not entail the complement.
The adjectives are ClauseEmbeddingAdjective entries, and the copular verbs are their
realization with be.
Main definitions #
English.Verbs.Copular.annoyed,English.Verbs.Copular.right,English.Verbs.Copular.able: the adjectives.English.Verbs.Copular.beAnnoyed,English.Verbs.Copular.beRight,English.Verbs.Copular.beAble: the copular verbs.
References #
annoyed (that p), an emotive factive adjective.
Equations
- English.Verbs.Copular.annoyed = { form := "annoyed", factivity := some Presupposition.Factivity.full }
Instances For
right (that p), a veridical non-factive adjective, which entails its complement without presupposing it.
Equations
- English.Verbs.Copular.right = { form := "right" }
Instances For
able (to VP), a subject-control adjective among the positive verbs of [Kar71a] that are implicative by default but admit the weaker presupposition of a necessary condition only: John wasn't able to come entails that he did not come, while John was able to come need not entail that he came. It is the counterpart of the one-way Finnish pystyä ([Nad23b]). The entailment of the affirmative on its actualized reading is the actuality entailment of ability, which [Nad23a] derives from aspect rather than from the lexicon: able presupposes an action causally necessary and sufficient for the complement and asserts only the subject's capacity for it, a stative that perfective aspect coerces into an instance of the action (Proposal (7.10), §7.2).
Equations
- One or more equations did not get rendered due to their size.
Instances For
be annoyed (that p).
Equations
Instances For
be right (that p).
Equations
Instances For
be able (to VP).