1 On NPI-Licensing and the semantics of Because-Sentences I-Ta Chris Hsieh University of Connecticut, Storrs
Jan 12, 2016
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On NPI-Licensing and the semantics of Because-Sentences
I-Ta Chris Hsieh
University of Connecticut, Storrs
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The Goal: An adequate analysis for the licensing
of minimizers and weak NPIs in
because-sentences
How: By investigating the semantic and
syntactic properties of because-
sentences.
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Basic FactsWeak-NPIs
(1) a. *John did not marry any woman because he had money, but because he was afraid of being alone.
b. John did not marry Sue because she had any money, but because he loves her.
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Basic FactsMinimizers
(2) a. *John did not even lift a finger to help Sue because he married her, but because he was intimidated by her.
b. *John did not marry Sue because she even lifted a finger to help him, but because he loved her.
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Basic FactsMinimizers and Yes-No Questions:
(3) a. *Did John even lift a finger to help Sue because he married her?
b. *Did John marry Sue because she even lifted a finger to help him?
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Basic FactsMimimizers, Weak NPIs and
Negation
(4) a. John didn’t marry any woman.
b. John didn’t (even) lift a finger to
help Mary.
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Basic FactsMinimizers and Weak NPIs in Questions
(5) a. S: Did John (even) lift a finger to
help Mary?
A: #Yes, he did. A: No, he didn’t.
b. S: Did John ever help Mary?
A: Yes, he did. A: No, he didn’t.
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Basic Facts
(1) b. John did not marry Sue because
she had any money, but because he loves her.(2) b. *John did not marry Sue because she even lifted a finger to help him, but because he loved her.
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Why does Because block the licensing of weak NPIs in the mian clause and
minimizers?
Why is the licensing of weak NPIs in the reasoning adjunct not influenced by the intervention of Because?
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The Licensing Condition for NPIs
Fauconnier-Ladusaw-von-Fintel Poposal
(6) a. An NPI is only grammatical if it is in the scope of such that [[ ]] is SDE.
b. S(trwason-)D(ownward)E(ntailing) : A function f of type <, > is Strawson-downward entailing (SDE) iff For all x, y of type such that xy and f(x) is defined: f(y)f(x)
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Example:
(7) Only John ate any vegetables
for breakfast.
(8) a. [[ only]](x)(P) is defined only if
P(x)=1
If defined, [[ only]] (x)(P)=1 iff
¬yx: P(y)=1
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Assumptions on NPIs
(8) b. Only John ate vegetables for breakfast.
Presupposition: John ate vegetables
for breakfast.
c. Only John ate kale for breakfast.
Presupposition: John ate kales for
breakfast.
(8b)+ the presupposition of (8c) (8c)
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Note:
SDE is just a necessary condition.
Crucially,
A licensing environment can never
be (S)UE.
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(9) a. *The student who has any books
on NPIs is selling them.
b. The students who have any
books on NPIs are selling them.
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Assumptions on Because
Lewis-Style Semantics:
(10)[[ because ]]w,A,R(p)(q) is defined in w only if: a. wq, and b. wp;
when defined, [[ because ]]w,A,R(p)(q)=1 iff wMax((A(w))p )(R(w)): wq
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Problems for Lewis’s BecauseProblem 1: Because and Causation
(12) a. Mary’s being in a bad mood caused John’s complaining.
b. John complained because Mary was in a bad mood.
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Problems for Lewis’s Because
Problem 1: Because and Causation
(13) a. It is not the case that any storms caused any floods.
b. *It is not the case that there were any floods because there were any storms.
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Problem 2: the Entailment Property
According to (10), The main clause of a because-sentence is (only) SDE.
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Prediction: Weak-NPIs are licensed in the main clause of a because-sentence.
But: (15) a. *John read any book because he was bored. b. *John had ever read a book because he was bored.
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New Semantics for Because
(16) [[ because]]A,R, w(p)(q) is defined only if:a. wq and wMax(A(w))(R(w)), andb. Max(A(w))(R(w))q
If defined, [[ because]]A,R,w(p)(q)=1 iff w’Max(A(w))(R(w)): w′(qp) (i.e.w′p)
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New Semantics for Because
-The main clause (in the scope of negation) is UE, SDE, SUE.
-The reasoning adjunct is UE and DE under negation.
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On Licensing of Weak-NPIs
In the Main Clause
(18) a. *John did not marry any woman
because he had money, but
because he was afraid of being
alone.
-The main clause is UE, SDE, and SUE.
-(S)UE-contexts do not license NPIs.
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On Weak-NPI LicensingIn the Reasoning Adjunct
(18b) John did not marry Sue because she
had any money, but because he loves
her.
-The reasoning adjunct is UE and DE under negation.
-(S)DE-contexts license NPIs.
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On the Licenisng of Minimizers
-Lift a finger, Give a damn
-Even+Low Endpoint (Heim 1984, a.o.)
(19) [[even]]w(p) is defined only if
q[qC &qp Likelihood(p)(w) < Likelihood(q)(w)]
(Scalar Presupposition)
If defined, [[even]]w(p)=1 iff p(w)=1
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At LF, even moves across DE-operators.
The alternative set is determined by the scope of even.
The Scalar Presupposition can only be satisfied in a proposition with the low endpoint if it is a DE-context.
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On the Licenisng of Minimizers (20) a. John didn’t (even) lift a finer to help Mary.
b. LF: [even [NOT [John helped Mary to
the [minimal]F degree]]]
c. The Alternative Set C: {John did not help Mary to the minimal degree, John did not help Mary to a certain degree, …………………………………………….. John did not help Mary a large degree}
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On the Licenisng of Minimizers (21) a. *John (even) lifted a finer to help Mary. b. LF: [even [John helped Mary to the
[minimal]F degree]]
c. The set of alternatives C: {John helped Mary to the minimal degree, John helped Mary to a certain degree, ……………………………………… John helped Mary to the maximal degree}
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On the Licenising of Minimizers
Through LF-movement of Even,
not…even….because
But
*even…not….because
See (22)
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On the Licenising of Minimizers
In a Negated Because-sentences,
Minimizers in the Main Clause
(23) *John did not even lift a finger to help Sue
because he married her, but because he was
intimidated by her.
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LF1 :
not
because……
even[…help..to the [minimal]F degree]
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The set of alternatives C:
{John helped Mary to the minimal degree,
John helped Mary to a certain degree,
………………………………………
John helped Mary to the maximal degree}
The Scalar Presupposition fails.
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LF2 :
not
even
because……
[….the [minimal]F degree]
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On the Licensing of Minimizers
The alternative set C:{John helped Sue to the minimal degree
because he married her; John helped Sue to a certain degree because
he married her; …………………………………………… John helped sue to the maximal degree
because he married her}
The Scalar Presupposition fails.
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On the Licensing of Minimizers
In a Negated Because-sentence,
Minimizers in the Reasoning Adjunct
(24) *John did not marry Sue because she even
lifted a finger to help him, but because he
loved her.
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LF1 :
not
Because [even…[…[minimal]F]]
……………………
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The set of alternatives C:
{John helped Mary to the minimal degree,
John helped Mary to a certain degree,
………………………………………
John helped Mary to the maximal degree}
The Scalar Presupposition fails in LF1.
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LF2 :
not
even
because [… [Minimal]F]
…………………
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The Alternative set C:{John married Sue because she helped him to
the minimal degree;John married Sue because she helped him to a
certain degree;……………………………………………John married Sue because she helped him to
the maximal degree}
The Scalar Presupposition fails in LF2.
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On the Licensing of Minimizers In a Yes-No Question of Because-sentences,
Minimizers in the Main Clause(26) *Did John even lift a finger to help Sue
because he married her?
Minimizers in the Reasoning Adjunct
(27) *Did John marry Sue because she even
lifted a finger to help him?
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Guerzoni (2003, 2004):
Scope Interaction of Even and the Trace of Whether
(25) Did John (even) lift a finger to help Mary?
a. LF: [Whether1[even [t1 John helped Mary to the [minimal]F degree]]
b. {p1=even[John helped Mary to the [minimal]F degree], p2=even[not [John helped Mary to the [minimal]F degree]]}
The ScalarP fails in p1.
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On the Licensing of Minimizers Further Assunption based on (22):
In a Yes-No Question of Because-sentences,
Through LF-Movement,
Whether…t1… even…because
But
*Whether…even…t1…because
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On the Licensing of Minimizers In a Yes-No Question of Because-sentences,
Minimizers in the Main Clause(26) *Did John even lift a finger to help Sue
because he married her?
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LF1 :
Whether1
t1
because….
even[…help..to the [minimal]F degree]
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Extension:
{p1=[[because John married Sue][even [John
helped Sue to the [minimal]F degree]]];
p2= [not [[because John married Sue][even
[John helped Sue to the [minimal]F
degree]]]]}ScalarP fails in both p1 and p2.
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LF2 :
Whether1
t1
even
because……
[….the [minimal]F degree]
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Extension:
{p1=[even [[because John married Sue][John helped Sue to the [minimal]F degree]];
p2=[not[even[[because John married Sue][John helped Sue tothe [minimal]F degree]]]}
ScalarP fails in both p1 and p2.
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On the Licensing of Minimizers In a Yes-No Question of Because-sentences,
Minimizers in the Reasoning Adjuncts
(27) *Did John marry Sue because she even
lifted a finger to help him?
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LF1 :
Whether1
t1
Because [even…[…[minimal]F]]
……………………
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Extension:
{p1=[[because [even [Sue helped John to the
[minimal]F degree]][John married Sue]]];
p2=[not [[because[even Sue helped John to
the [minimal]F degree]][John married
Sue]]]]}
ScalarP fails in both p1 and p2.
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LF2 :
Whether1
t1
even
because..[Minimal]F
…………………
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Extension:
{p1=[even [[because Sue helped John to the
[minimal]F degree][John married Sue]]];
p2=[not [even [[because Sue helped John to
the [minimal]F degree][John married
Sue]]]]}
ScalarP fails in both p1 and p2.
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On the Licensing of Minimizers
Further Prediction 1:
(28) John even did not marry Sue because she
lifted a finger to help John, (but because...).
LF: [even [not [[because Sue helped John to the [minimal]F degree][John married Sue]]]]
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On the Licensing of Minimizers Further Prediction 2:
(29) S:Did John even marry Sue because she lifted
a finger to help him?
A: #Yes. A: No.
LF:
[Whetheri [even [ti [[because Sue helped John to the[minimal]F degree][John married Sue]]]]]
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On the Licensing of Minimizers Further Prediction 3: W/O Overt Even
(30) a. ?John didn’t marry Sue because she lifted a
finger to help him, (but because….)
b. ?Did John marry Sue because she lifted a
finger to help him?
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Open Question Counterfactual-Conditional Inference
(31) a. If p, then q
If the United States had used nuclear arms in
Vietnam, it would have won the war.
b. q because p
The United Sates did not win the war because it
did not use nuclear arms.
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The End
Thank You!!