10-11: Conceptual Development Flashcards

1
Q

concepts

A
  • Mental representations that group entities together on the basis of some similarity
  • Concepts govern how we think about things
  • How we form a mental representation of something
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2
Q

what do concepts do for our thinking

A
  • organize our experience
  • allow learning of regularities about the world
  • allow generalization and prediction
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3
Q

how are concepts and categories related

A
  • categories: groups of objects in the world (cats)
  • concepts: how our minds represent and think about categories (how do we think it means to be a member of the category cat: furry, meows)
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4
Q

why do concepts matter

A
  • Allow inferences and predictions )
  • Put our experience to work for us and save us tremendous mental effort
  • help us make sense and understand
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5
Q

what doe we have concepts of ?

A
  • almost everything

- events, actives, scientific entities (atom), people, observable entities (objects), abstract entities (truth)

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6
Q

3 commonly studies types of concepts

A
  1. natural kinds
  2. artifacts
  3. social categories
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7
Q

natural kinds

A
  • Biological or geological entities, like
  • Naturally-occurring
  • Discovered rather than invented/created
  • Category members share many external and internal characteristics

EX: People, plants, animals, rocks, clouds , mountains

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8
Q

artifacts

A
  • Human-created objects, like cars, tools, and furniture
  • members share perceptual and functional characteristics
  • Ex: a cup is a cup b/c I drink from it, not by its shape, size, or what is made of
  • based on functions
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9
Q

social groups

A
  • Categories of people
  • members share some perceptual and (in some cases) biological characteristics

-Ex: members of a football team
○ Athletic
○ Tall
Muscular

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10
Q

how are concepts represented in our minds ? 3 ways

A
  1. Defining-Features Representations
  2. Probabilistic Representations
  3. Theory-Based Representations
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11
Q

defining features

A

-concept consists of a set of features that define membership

  • individually necessary: MUST have feature
  • jointly sufficient : ENOUGH to confirm entity

ex: concept of bachelor

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12
Q

the concept of mother : female , has a child is an example of ?

A

defining features

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13
Q

Problems with Defining-Features

A
  • Difficult to come up with defining features for all concepts (time)
  • Typical examples may seem like they have certain defining features, but those features may not apply to less typical members
  • E.g., typical ‘birds’ fly, but not ALL birds fly
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14
Q

probabilistic representations

A
  • concepts have a 􏰇family resemblance􏰈 structure
  • Members resemble each other to varying degrees and in varying ways, but there is no set of features that all of them possess
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15
Q

how does probabilistic representations differ from defining features

A
  • no feature is necessary or sufficient
  • Features have different weights or “strengths” defined as cue validities
  • These cue validities are what make certain exemplars of concepts more typical or atypical in our minds
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16
Q

what issue with defining features is probabilistic representations trying to solve?

A

Features have cue validities, meaning that some features, although not necessary or
sufficient, are more frequently associated with examples of the concept than others.

-addresses the issues of typical and atypical exemplars in our minds

17
Q

problem with probabilistic representations

A

Features can have equal cue validity across concepts, yet a given feature may be much more important for one concept over another.

  • ignores the extensive casual knowledge people have about thee features of a category
  • Does not properly account for the beliefs and expectations that people have, and that they bring to their conceptual reasoning
18
Q

why do we commonly think hat a robin is a better example of thee concept of bird than a penguin?

A
  • things that have features with high cue validity are thought of as better representations of the concept
  • ex: can fly, nests in trees
19
Q

theory based representations

A

• Concepts are based in theoretical beliefs about how things work in the world

  • Theories and beliefs often emphasize causal relations and intentions as important features for concepts
  • Theories of concepts are linked to factual knowledge and experience, but not defined by facts or evidence
20
Q

theory based representations examples

A
  • Ex: the curved feature helps the boomerang work better

However, the curved featured does not help a banana taste better = false representation

-ex: square bike is a bad bike b/c it can’t move, hence the circle one is better

21
Q

how can we study children’s concepts

A
  1. ask children to categorize then make inferences about the underling concepts
  2. examine children’s expectations/ inferences and how they interact with things
22
Q

ask children to categorize examples

A
  • here are a bunch of objects. Group them?:
  • Here is object X. Can you find another object like X? dog pic belongs with dog or turtle
  • Ask children to categorize before/after a change: dog wearing turtle costume
  • Present a backstory for something and see how children categorize it: dog raised by turtles
23
Q

are children’s concepts perceptually based, concrete, and atheoretical? evidence to support this

A
  • Piaget’s conservation tasks
  • When learning a new word, preschool-age children seem to use it for things of the same shape, even if they are from different categories.
  • Kiel’s transformation tasks (raccoon, skunk)
24
Q

do children’s concepts fo beyond the perceptual…evidence to support this

A
  • does this bird feed its babies milk (perceptually based) or mashed up food (category based)?
  • children chose the category based response most often (mashed up food)
  • Most often, 4-year-olds generalize from the other, perceptually dissimilar, category member (e.g., the flamingo)

Children’s concepts of natural kinds do not appear perceptually based!

-Even at 13 months, infants can go beyond appearances and expect 2 dissimilar-looking things that have the same name (and are thus part of the same category) to share a nonobvious, internal property!

25
Q

do children’s concepts go beyond the perceptual

A
  • yes children have ideas about lots of aspects of the world that guide their concept formation
  • theory of biology, physics, psychology