Child as a Mathematician Flashcards

Covers: - Chapter 4: "Child as a Mathematician" - Van Herwegen (2008) - Voutsina (2016) (11 cards)

1
Q

(brief) What was the study of Van Herwegen (2008) about?

A

Assessing number processing abilities in TD and WS infants and toddlers

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2
Q

When was the Van Herwegen study from?

A

2008

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3
Q

What system is argued for in Van Herwegen (2008)

A

The papers argues for two representational systems, together making up number sense:

  1. Object-based /object-file system (small numerosities ie 2 and 3)
  2. Number estimation system (larger numerosities ie 8 and 16)
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4
Q

What is the difference between habituation and familiarization?

A

Habituation: a stimulus is shown until reaction / engagement drops below a set threshold

Familiarization: A stimulus is shown a fixed amount of times

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5
Q

What task did young TD infants struggle more with: Small numerosities or larger numerosities?

A

TD children struggle more with small numerosities (when variables such as density and area is controlled for) - and succeed with larger numerosities (depending on ratio - Webers Law - , ie success: 16 vs 32, but not 16 vs 24)

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6
Q

What type task did WS children struggle more with:
Small numerosities or larger numerosities?

A

WS children struggle more with larger numerosities

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7
Q

Is webers law modal or amodal?

A

Amodal - the same principle (experienced intensity of stimuli depends on the intensity of intial stimuli) occurs across modalities (ie across the senses; visually, auditory etc.)

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8
Q
A
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9
Q

What is order indifference?

A

Order indifference refers to the understanding that, when counting, it does not matter which item you start with

A step in learning counting

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10
Q

What is one-to-one correspondence

A

One-to-one corresponding refers to assigning each object with a label (a number)

A step (constraint) in learning counting

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11
Q

What is item indifference

A
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