Arguments for Nativism

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Arguments for Nativism Various other facts about child language add support to the Nativist argument: •Accuracy (few ‘errors’) •Efficiency (quick, easy) •Uniformity (within and across languages) •Constrained (POS)

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Arguments for Nativism. Various other facts about child language add support to the Nativist argument: Accuracy (few ‘errors’) Efficiency (quick, easy) Uniformity (within and across languages) Constrained (POS). Poverty of the Stimulus. If (i) children know X, and - PowerPoint PPT Presentation

Transcript of Arguments for Nativism

Page 1: Arguments for Nativism

Arguments for Nativism

Various other facts about child language add support to the Nativist argument:

•Accuracy (few ‘errors’)

•Efficiency (quick, easy)

•Uniformity (within and across languages)

•Constrained (POS)

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Poverty of the Stimulus

If (i) children know X, and(ii) evidence for X is not sufficiently present

in the input to children,

then X must be innate.

Children come to know things that they should not know, given what they hear.

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Example of the POS: auxiliary inversion (Chomsky, 1971)

(1) the girl is thein market

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Example of the POS: auxiliary inversion (Chomsky, 1971)

(1) the girl is thein market

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Example of the POS: auxiliary inversion (Chomsky, 1971)

(1) the girl [t] thein marketIs ?

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Principle of Y/N Question Formation:

Move the auxiliary to the front of the sentence.

This works for 99% of the sentences in English. But not all…

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Sentences with Multiple Auxiliaries

John is in the house now that it is raining.

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Sentences with Multiple Auxiliaries

John is in the house now that it is raining.

Is John [t] in the house now that it is raining?

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Sentences with Multiple Auxiliaries

John is in the house now that it is raining.

Is John [t] in the house now that it is raining?

*Is John is in the house now that it [t] raining?

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Revised Principle of Y/N Question Formation:

Move the first auxiliary to the front of the sentence.

The girls is in the market

John is in the house now that it is raining.

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But…

a. The child that is sitting on the floor is hungry.

b. *Is the child that [t] sitting on the floor is hungry?

c. Is the child that is sitting on the floor [t] hungry?

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So what’s the principle?

[The child that is sitting on the floor] is hungry.[The child that is sitting on the floor]

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So what’s the principle?

Is [the child that is sitting on the floor] [t] hungry?

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• Linear Order Hypothesis (Incorrect):

To make a yes-no question, front the first auxiliary.

So what’s the principle?

• Structural Dependency Hypothesis (Correct): In order to make a yes-no question, front the main auxiliary.

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How does a child learn this?

•The child must hear sentences of the following kind:

Is the child that is sitting on the floor hungry?

•Nativists argue such evidence is stunningly rare in CDS.

•Crain & Nakayama (1987) show children aged 3;2 have knowledge of this principle.

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Poverty of the Stimulus

At its heart, the POS argument is a problem of INDUCTION.

Induction: how do you go from individual examples to a generalized rule?

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Induction

A simple example:

1

2

What’s the next number in this progression?

3?

4?

7?

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The Induction Problem • You’re about to see 5

slides of 3 colored bars in frames.

• The first 4 slides exhibit a property that you need to learn.

• Decide whether or not the 5th slide exhibits the property in question.

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4

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?

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Answer

NO The property in question in whether the

area covered by the bars is greater than 50% of the area of the rectangle.

• This generalization is more natural for pigeons to learn than for humans.

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Try it again

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4

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?

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Answer

• YES

• Property in question in whether the 3 bars are unequal in height.

• This generalization is more natural for humans than for pigeons.

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Try it again

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3

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4

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?

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Answer

YES You only saw examples decreasing in

height from left to right. But the generalization was still that the bars only had to be different heights.

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Try it again

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3

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4

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?

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Answer

• YES

• Property in question is whether the 3 bars are unequal in height.

• But what about the 4th example?

• Oh, that? It was a mistake.

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The Induction Problem

• You have to be able to discern the relevant dimension(s)

• Any set of input data potentially allows an infinite number of generalizations.

• How does an unbiased learner select the one correct hypothesis from amongst these infinite hypotheses?

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• Linear Order Hypothesis (Incorrect):

To make a yes-no question, front the first auxiliary.

Returning to Yes-No Question Formation

• Structural Dependency Hypothesis (Correct):

In order to make a yes-no question, front the main auxiliary.

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So how do kids learn the correct principle?

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Children are born with the knowledge that language is dependent on structure, not linear order.

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Lawn Bowling

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This is the current state of the field

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A ball is about to be bowled

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This is the final state of the field

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How did you get from the initial state to the final state?

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Lots of possibilities

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Which is the correct way to get from initial state to final state?

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So how do kids learn the correct principle?

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Children are born with the knowledge that language is dependent on structure, not linear order.

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The End