Szabolcsi (2004): Positive Polarity – Negative Polarity #
Szabolcsi observes that someone cannot take scope immediately below clausemate negation, a
negative quantifier or without, but can below at most five, and that what sets the first three
apart is that they are anti-additive while at most five is merely decreasing. With someone's
Fragment entry, which is blocked by anti-additive operators, the licensing theory blocks exactly
the starred narrow-scope readings of her paradigm (readings_predicted), and over the paradigm's
operators being blocked is being anti-additive (antiLicenses_someone_iff).
References #
Equations
- Szabolcsi2004.instDecidableEqOperator 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
- Szabolcsi2004.instReprOperator = { reprPrec := Szabolcsi2004.instReprOperator.repr }
The licensing context an operator is.
Equations
- Szabolcsi2004.Operator.not.toLicensingContext = PolarityItem.LicensingContext.negation
- Szabolcsi2004.Operator.noOne.toLicensingContext = PolarityItem.LicensingContext.nobody
- Szabolcsi2004.Operator.without.toLicensingContext = PolarityItem.LicensingContext.withoutClause
- Szabolcsi2004.Operator.atMostFive.toLicensingContext = PolarityItem.LicensingContext.atMost
Instances For
Someone is blocked immediately below an operator of the paradigm exactly when the operator is anti-additive.
The operator a row names.
Equations
- Szabolcsi2004.Operator.ofKey "not" = some Szabolcsi2004.Operator.not
- Szabolcsi2004.Operator.ofKey "no one" = some Szabolcsi2004.Operator.noOne
- Szabolcsi2004.Operator.ofKey "without" = some Szabolcsi2004.Operator.without
- Szabolcsi2004.Operator.ofKey "at most five" = some Szabolcsi2004.Operator.atMostFive
- Szabolcsi2004.Operator.ofKey x✝ = none
Instances For
Every row is on someone, names its operator, and its reading with someone in the operator's immediate scope is acceptable exactly when the operator does not block someone.