van der Wouden (1997): Negative Contexts: Collocation, Polarity and Multiple Negation #
Van der Wouden ranks negative contexts by strength, monotone decreasing, anti-additive and
antimorphic, and classes polarity items by the weakest context that licenses or blocks them. Dutch
ooit 'ever' is his bipolar element: a weak negative polarity item, out in a clause that is not
monotone decreasing and fine under weinig 'few' and geen van 'none of', and a weak positive
polarity item, blocked by the antimorphic negation niet. The library's contexts for these
operators have the strengths he assigns them (context_strengths). He holds that a verb with
negative properties is anti-additive, none being only monotone decreasing; deny bears this out,
but doubt, on his own sketch of it as not believing the complement, is only monotone decreasing
(verb_strengths). With ooit's Fragment entry every judgment of his (184) is the licensing
theory's (judgments_predicted). An entry that were only a negative polarity item, as on the
analysis with two items ooit, would be admitted under niet, against (184d)
(negativeOnly_admits_niet).
References #
Equations
- VanDerWouden1997.instDecidableEqContext x✝ y✝ = if h : x✝.ctorIdx = y✝.ctorIdx then isTrue ⋯ else isFalse ⋯
Equations
- One or more equations did not get rendered due to their size.
Instances For
Equations
- VanDerWouden1997.instReprContext = { reprPrec := VanDerWouden1997.instReprContext.repr }
A positive clause admits the items that need no licensing, and each operator admits what its licensing context admits.
Equations
- VanDerWouden1997.Context.positive.Admits x✝ = ¬(x✝.IsNPI ∨ x✝.IsFCI)
- VanDerWouden1997.Context.weinig.Admits x✝ = PolarityItem.LicensingContext.few.licenser.Admits x✝
- VanDerWouden1997.Context.geenVan.Admits x✝ = PolarityItem.LicensingContext.nobody.licenser.Admits x✝
- VanDerWouden1997.Context.niet.Admits x✝ = PolarityItem.LicensingContext.negation.licenser.Admits x✝
Instances For
Equations
- One or more equations did not get rendered due to their size.
Weinig is monotone decreasing and not anti-additive, geen van anti-additive and not antimorphic, and niet antimorphic.
Van der Wouden holds that a verb with negative properties is anti-additive, no verb being only monotone decreasing. Deny bears this out, being anti-additive and not antimorphic. Doubt, on his sketch of it as not believing that the complement is true, which is the library's model of it, is monotone decreasing and not anti-additive.
The context a row's class names.
Equations
- VanDerWouden1997.Context.ofKey "notMonotoneDecreasing" = some VanDerWouden1997.Context.positive
- VanDerWouden1997.Context.ofKey "monotoneDecreasing" = some VanDerWouden1997.Context.weinig
- VanDerWouden1997.Context.ofKey "antiAdditive" = some VanDerWouden1997.Context.geenVan
- VanDerWouden1997.Context.ofKey "antimorphic" = some VanDerWouden1997.Context.niet
- VanDerWouden1997.Context.ofKey x✝ = none
Instances For
Every row of (184) is on ooit, names its context, and is acceptable exactly when the context admits ooit's Fragment entry.
A negative polarity item that is not also a positive one, as on the analysis with two items ooit, is admitted under niet.