Research Institute for Linguistics of the Hungarian Academy of Sciences | October 16, 2015
Acquisition of Exceptives in Quantified Sentences
Amanda Rizun (McGill University) and Jeremy Hartman (UMass Amherst)
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Acquisition of Exceptives in Quantified Sentences Amanda Rizun - - PowerPoint PPT Presentation
Acquisition of Exceptives in Quantified Sentences Amanda Rizun (McGill University) and Jeremy Hartman (UMass Amherst) Research Institute for Linguistics of the Hungarian Academy of Sciences | October 16, 2015 1 Overview Background Experiment
Research Institute for Linguistics of the Hungarian Academy of Sciences | October 16, 2015
Amanda Rizun (McGill University) and Jeremy Hartman (UMass Amherst)
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“I’d say I’m sorry, except I’m not.” (Tumblr) “This is just like CSpan, except I'm not bored.” (Legally Blond 2) “Proof I’m a Disney princess, except I’m a man” → "I was sleeping and you were sleeping beside me but I didn't know” (Childes) "I don't have the clothes but I want them” (Childes)
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But only works in contexts with universal quantifiers (all, every, no) *Some students but John got an A on the exam (All/*Most/*Many*/*Three/*Some/None) of my friends but Chris went to the store. Compare: (1) Except for Joan, most cabinet members liked the proposal. (2) *But Joan, most cabinet members liked the proposal. (3) Every girl went to the store except Mary (4) Every girl went to the store but Mary (Examples von Fintel 1993)
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“Every student but John attended the meeting” - True “Every student attended the meeting” - False
Attended: Didn’t Attend: Heather Kate Ben Fred Jill John
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Problem: if domain subtraction is the only thing that gives the meaning of exceptives, it lets us get incorrect interpretations In this scenario, “Every student but John and Jill attended the meeting” — False, but domain subtraction alone predicts that it should be true Domain subtraction just says that you need all the exceptions. In this case you do; you just also have another exception The Uniqueness Condition: the smallest unique set that makes the sentence true should be the exception set (exception set should contain only the exceptions).
Attended: Didn’t Attend: Heather Kate Ben Fred Jill John
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Uniqueness condition: the exception set must contain only the exceptions Scenario (3) = “Everyone is on the rock except Simba and Nala” — False Without uniqueness condition, domain subtraction would allow sentence to be judged True
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More examples… (2) everyone is in the pool except Timon and Pumbaa (4) Everyone is in the woods except Olaf (3) Everyone is in the lake except Anna and Kristoff
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Prediction 1: if children understand domain subtraction, they will answer correctly given scenarios like (1) and (2) Prediction 2: children may answer both scenarios (3) and (4), or (3) but not (4), correctly. They may not answer (4) correctly and (3) incorrectly.
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2 sets, for total 18 test items
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Overall Accuracy For all age groups, 85.3% accuracy There was a significant effect of age between 3 & 4 (p < 0.0001), and 3 & 5 year olds (p < 0.0001). No effect of age between 4 & 5 year olds. Accuracy by Condition For 4 & 5 y/o groups, no significant difference was found between any of the conditions For 3 y/os, they did significantly worse on one of the bare quantifier sentences than on any of the other conditions (p < 0.01)
Overall Accuracy by Age 3 y/o 4 y/o 5 y/o 68% 86% 92%
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No, but the potential is there if we include more test items on the crucial conditions per subject
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Quantifier Spreading
(except one)
(except one) Without exceptive A: 1 = T, 2 = F B: 1 = F, 2 = T With exceptive A: 1 = F, 2 = T B: 1 = T, 2 = F
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A B
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