Models of human learning Flashcards

1
Q

Contingency

A

relationships between two events

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2
Q

Statistical accounts

A

suggests that behaviour can be described in terms of relatively simple statistical computations representing contingency

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3
Q

Propositional account

A

beyond a normative analysis; provides an account based on reasoning and the formation of beliefs

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4
Q

Associative learning

A

hugely influential; describes learning as the formation of links between mental representation

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5
Q

What is cognitive science?

A

~ building formal computational models/programs of behaviour
~ stimulating behaviour
~ generating prediction

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6
Q

CS

A

cue/stimulus

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7
Q

US

A

outcome/event

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8
Q

Basic probabilities

A

~ need the probability of something happening + not happening with and w/o the cue to work out if it will happen
~ shown by calc. delta P

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9
Q

Delta P

A
Allan (1980)
= P(O|C) - P(O|-C)
= a/(a+b) - c/(c+d)
Cue: a(+O) b(-O)
w/o cue: c(+O) d(-O)
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10
Q

Chatlosh et al. ?

A

(1985)
~ press a key to make a light come one
~ different keys has different probabilities
~ operant/instrumental learning

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11
Q

Shanks et al.

A

(1995)
CS = colour of tank
US = whether it explodes or not
~ different conditions had different probabilities
~ terminal judgements reflect delta P
~ growth in judgements not consistent with delta P
~pavlovian learning

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12
Q

Evidence for delta P

A

~ Chatlosh et al. (1985)
~ Shanks et al. (1995)
~ both demonstrate human sensitivity o delta P
~ both demonstrate growth in sensitivity
~ shanks demonstrates outcome density effect

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13
Q

Shanks

A

(1991)
~ mr x eats a variety of fruits, some make him feel ill
~ some combos make him feel ill but how does he know which one in the combo it was?
~ conditional contingency = an interaction occurring between the cues

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14
Q

Cheng and Holyoak

A

(1995)
PROBABILISTIC CONTRAST MODEL
contingency should reflect the difference between delta P in the presence of other cues and delta P in the absence of other cues

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15
Q

Probabilistic contrast model

A

~ similar to the ∆P statistic, but computes contingency over a subset of trials in which the background cues are kept constant

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