Lecture 5: Mechanisms of Cognitive Change Flashcards
Information Processing
Receive information ->
internal processes transform/store information ->
act on information
CHARACTERISTICS OF INFORMATION PROCESSING THEORIES OF COGNITIVE DEVELOPMENT
Thinking is information processing (computing
analogy)
Precise analysis of change mechanisms
Change produced by continuous process of selfmodification (monitoring)
Much more emphasis on processing limitations and how they are overcome than considered by Piaget
How does development occur?
A linear progression of stages (Piaget)?
Gradual development (Flavell)?
How are new strategies incorporated? Do they always replace old strategies?
Three strategies for fitting shapes
Three potential strategies for fitting the shapes:
Brute force
Twist block to change the orientation
Try a differently shaped hole
These are distinct alternatives (i.e. they are not progressively complicated
All can appear in one test session
All are useful
Each strategy has a different history of success
Siegler’s theory
- several alternative strategies
- choose strategy with most success rather than causes failure
- each experience provides feedback
- strategy selection can be variable and inconsistent
Overlapping waves model of cognitive development
- as child ages the strategy child uses differs
- strategy 5 most advanced
- strategy 4 and 2 used across whole spand, just different frequencies
- > strategy 4 competes with all of the other strategies at some point in development
Primary school addition strategies
- Siegler and Shipley 1995
- strategies used to solve 3+5
Sum: Put up 3 fingers, put up 5 fingers, count fingers by saying “ 1, 2, 3, - 4, 5, 6, 7, 8”
Min: Say “5, 6, 7, 8” or “6, 7, 8”, perhaps simultaneously putting up one finger on each count beyond 5
Retrieval: Say an answer and explain it by saying “I just knew it”
Guessing: Say an answer and explain it by saying “I guessed”
Decomposition: Say “3 + 5 is like 4 + 4, so it’s 8” (change structure)
- what strategies do 5, 6 and 7 y/o prefer?
- 5 y/o: min, sum, guess or no response
- 6 y/o” retrieval, min
- 7y/o: retrieval, min
- as get older abandon some strategies
- > little change between 6 and 7
- > 5 to 6, less guess, less sum, more min and more retrieval
Alternative strategies in arithmetic
-primary school addition strategies
-Geary 1990
If we take a simple addition problem: 9 + 3
Some strategies will make more increasing demands on processing than others…
Easy, fast methods: 9 + 3 = 12
More demanding methods: 9, 10, 11, 12 and 9 + 3 is the
same as 10 + 2
Very demanding, error prone methods: 1, 2, 3, 4, 5, 6, 7,
8, 9, 10, 11, 12
Strategy choice is adaptive
Fastest methods on simple problems
Effortful strategies used more for difficult problems where the strategy is necessary for accuracy
Use a strategy most often where it works well
Good example is the Min strategy
Use when smaller addend is small and difference between addends is large: 9 + 2, child says “9,
10, 11”. Less likely to be used where errors are likely (e.g. 35 + 48).
Strategy change over time is adaptive
Simple addition – children use most efficient strategies (retrieval, counting)
Spontaneously acquire new strategies such as decomposition
Increase in processing speed (efficiency), working memory, and executive function are important (information processing theory says same thing)
Scaffolding and tutoring can lead to change (older siblings)
Children generate new strategies themselves
Children generate new strategies themselves
Trial-and-error
Change component processes (substitute, vary order)
Eliminate redundancy (remove part of process that is not actually needed)
Feedback (success or failure)
Monitoring of component process
-kitten delivery
-Fabricius 1988
-“ take all the kittens to the mummy cat and go the quick way”
-Evidence for monitoring sequence of components – child goes wrong way, says “whoops” and corrects
the mistake (in younger children)
- 4 years sighting
- 5 years planning
Strategies for addition
-kindergarten, 1st and 2nd grade
Strategies for moral reasoning
Strategies for drawing map
Strategies for going down a ramp
And Siegler’s Theory
- Siegler 1999
- guess decreases
- retrieval increases
- min is up in 1st grade but less and kindergarten and second
- count all goes down
- decomposition stays fairly low ect
-can see that strategies child uses changes with age
Nothing in these examples suggests a linear progression of stages
Across many domains, the overlapping waves metaphor is much more appropriate than the stages metaphor
The processes that lead to development of strategies occur throughout the lifespan
Cognitive development involves many different components:
Changes in frequency of existing strategies
New ways of thinking
Improvements in speed, accuracy, and automaticity
Ability to cope with wider range of problems
Executive Function
Imagine an orchestra…
String section = attention control (how fast can people switch attention, attention important in inhibition)
Brass section = planning (organising behaviour to reach certain goal)
Woodwind section = working memory (maintaining and processing relavent information)
These sections are able to work independently, but they affect each other to certain degrees
e.g. your memory will affect how well you can plan
The equivalent of executive functioning in an orchestra would be the conductor
This system controls and manages the other cognitive processes
Development of executive fuction
- Diamond 2013
- synaptic density in prefrontal cortex increases during childhood
What is the role of executive function in development?
Carlson & Moses, 2001,
EF limitations may prevent children displaying cognitive skill
Cognitive skill –> executive function (production deficit)
EF limitations may prevent children developing cognitive skill
Executive Function –> cognitive skill (mediation deficit)
Working Memory
Working memory can be limited in several ways:
Capacity (number of units it can operate on at any time)
Rate at which information is lost (15 to 30 seconds)
Develops throughout childhood
Provides a brake or limitation on development
change in auditory working memory capacity
-Pickering and Gathercole 2001
-working memory 5-15
working memory model
-central executive, phonological loop, visual-spatial sketch
-continues to improve throughout childhood until reach adult level