PSYCH 240 LEC 12 (CATEGORIZATION)

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23 Terms

1
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Semantic vs. episodic

Semantics

  • General Knowledge

  • Memory of Facts

    • not tied to specific time or place

    • Pittsburgh in PA, 2+2=4, birds have wings

Episodic

  • Memory of Personal episodes

    • Tied to a specific time and place

    • Personal perspective

    • First kiss, walk to class this morning, game vs. Wisconsin


2
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Explicit vs. Implicit

Explicit

  • Conscious recollection

  • Declarative Knowledge

    • recall

    • recognition

Implicit

  • Unconscious change

  • Procedural Knowledge i.e. skills

  • Priming


3
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Categorization: Use by pigeons

  • Pigeons peck 1 out of 4 keys depending on the picture stimulus in the middle

  • Goal is for it to peck the correct hole corresponding to picture

  • Results:

    • ABLE TO ABSTRACT CATEGORY FROM EXAMPLES

    • 2/3 accuracy with new exemplars/pictures they generate with old pics they’ve seen before


4
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Categorization: Experiment on physical similarity vs. conceptual knowledge (milk vs. mashed-up food experiment)

  • Hawk sim to flamingo bc both birds but visually similar to bats

  • Exp:

    • Chn say shadow of hawk will feed young mashed-up food like flamingo, not milk like the bat

  • Results:

    • Debunks how category not just similarity-based

    • Suggest chn can match using the essentials (bird-like characteristics)


5
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Modern probabilistic view: characteristic properties

  • Defining properties of given categories: Necessary and Sufficient

    • properties/features are characteristic, but not defining (not guaranteed to specify if something is in category, more common characteristics)


6
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Modern probabilistic view: similarity

  • objects with common characteristics (something similar in-between them then belongs into one category

  • some members have more characteristic properties than others



7
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Classical view: defining properties

  • Category borders boundaries are fuzzy or probabillistic

    • i.e. Monk could be on the boundary of the bachelor category


8
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Classical view: Problem: what defines “game”

  • Some terms do not have necessary + sufficient conditions

  • Basketball game vs Chess Game

  • i.e. is monk a bachelor

  • i.e. is a game-show = reality TV


9
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Typicality evidence: Ratings

  • evidence for fuzzy categories

  • rate characteristic properties as being most typical to atypical of a specific category (not defining)

  • takeaway

    • some fruits are more typical than others

    • reflects similarity of concept to category via contrast model


10
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Typicality evidence: Sentence verification

  • Judge sentence and verify if they are T or F

  • Result:

    • Faster to verify more typical exemplars vs less typical exemplers

      • i.e. Robin more typical vs chicken less typical


11
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Typicality evidence: Hedges (linguistic)

  • cannot categorize with definitions (bc both live on land), judge their similarities

  • only necessary when classical categorization ( i.e. biologists say mammals is an animal)

    • more black and white


12
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Categorization based on similarity: Exemplar Theories

  • Def: Example of a category

  • Multiple exemplars are stored in memory

  • Categorize new things based on similarity to stored exemplars

    • Diff. types of dog breeds in head and match it with the one you see dog in visual


13
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Categorization based on similarity: Prototype Theories

  • Def: Best, ideal, or average example

  • Only a prototype is stored in memory

  • Categorization based on sim. to prototype


14
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Geometric approach: Similarity-rating task

  • Subject-ratings from 1-6 how sim. is apple to a plum?

  • Results:

    • ratings used to place concepts in geometric space (w/ help of “multi-dimensional scaling”)

  • Scaling:

    • items that are judged super-similar then they will be close (vise versa for not-similar then far apart)

  • not accurate reflection of rep. categorize in semantic memory

  • only accurate if fulfills all three metric axioms


<ul><li><p>Subject-ratings from 1-6 how sim. <u>is apple to a plum?</u></p></li><li><p>Results:</p><ul><li><p>ratings used to place concepts in geometric space (w/ help of “multi-dimensional scaling”)</p></li></ul></li><li><p>Scaling:</p><ul><li><p>items that are judged super-similar then they will be close (vise versa for not-similar then far apart)</p></li></ul></li><li><p><strong>not accurate reflection of rep. categorize in semantic memory </strong></p></li><li><p><strong>only accurate if fulfills all three metric axioms </strong></p></li></ul><p></p>
15
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3 Metric Axioms

  • If concepts represented in geometric space is true, then should satisfy certain prop (axioms) of (geo)metric space


16
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3 Metric Axioms: Minimality

  • Dissimilarity between concept and itself must ALWAYS be the smallest possible

  • Highly familiar concept rated more similar to itself than one that is less familiar

    • i.e. apple-apple distance is 0/ more similar than pomegranate-pomegranate (more unfamiliar)


17
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3 Metric Axioms: Symmetry

  • Similarity between 2 concepts must be the same regardless of the order (Going from A→B = Going from B→A)

    • i.e.

      • how similar is an apple to a plum?

      • how similar is a plum to an apple?


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3 Metric Axioms: Triangle inequality

  • 1st concept sim. to 2cd concept

  • 2cd concept sim. to 3rd concept

  • THEN 1st + 3rd must be reasonably similar

    • i.e. plum, date, grape

  • Hypotenuse of triangle cannot be longer than the sum of 2 sides


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Examples of violations of metric axioms

  • Minimality: Pomegranate is diff. to itself is not reflected

  • Symmetry:

    • Human similarity judgement with similarity going from apple → plum DOESNT equal distance from plum → apple

    • Since unfamiliar category is judged more similar to an unfamiliar category

      • Pomegranate judged more sim. to apple than apple is to pomegranate

  • Triangle Inequality:

    • 1st and 3rd concept are not similar


20
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Feature-based measure/approach

  • ppl give similarity ratings inconsistent with geometric space/axioms

  • proposed feature-based similarity approaches don’t require metric axioms

  • feature-based approach look at features in common + diff. features


21
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Tversky’s feature comparison (contrast) model

  • L = Instance you need to categorize

  • O = Example from category

  • Judges similarity of L (lemon) and O (orange)

    • Add up their common features

    • Minus features unique to L has that O doesn’t

    • Minus features unique to O has that L doesn’t



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Tversky’s weighted function of features common to L and O

Similarity of (L,O) = a x f(shared) - b x f(L but not O) - c x f(O but not L)

  • a, b, c are the weights

    • vary depending on individual

  • can use typicality rating to use in this equation


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How violations are accounted for

  • Minimality

    • familiar object have more feature vs unfamiliar ( when u compare concept to itself apple-apple)

    • increased a(shared)

  • Symmetry

    • b + c weights are different

    • order of comparison makes a difference

  • Triangle Inequality

    • 2 concept sim. to 3rd for diff reasons, but have little in common themselves