Expertise Flashcards
(44 cards)
Development of expertise is similar to
problem-solving because experts are extremely efficient at solving various problems in their area of expertise using their extensive knowledge base.
What is Problem Solving?
It is purposeful (i.e., goal-directed)
A problem only exists when someone lacks the relevant knowledge to produce an immediate solution
Problem solving sequence
Problem solver in one state (where theres a problem)
Problem solver wants to reach another state (no problem)
Bridging gap is mutlitple step process
Well-Defined Problems
All aspects of the problem are specified.
Have an optimal strategy and one right answer
Ill-Defined Problems
Underspecified goals
Illustrating the difference between well defined and ill defined problems
Case of PF
Damage to right prefrontal cortex (involved in higher order processes in achieving a goal)
Performed well on Laboratory but not on ill-defined problems
Knowledge-Rich Problems
Can only be solved by individuals possessing a considerable amount of specific knowledge
Knowledge-Lean Problems
Don’t require the possession of specific knowledge
Thorndike (1898)
Trial-and-error learning
Used arbitrary relationships between behaviour and goal
Gestaltists
More flexible approach
Focussed on the more complex, productive thinking - insight
Insight
The sudden restructuring of a problem, not obvious
Often accompanied by an “ah-ha” experience
How does insight occur?
Representational change theory
Constraint relaxation
Re-coding
Elaboration
Representational change theory
changing representation of problem
Past experience
Functional fixedness
Mental set
Inflexible
Functional fixedness
Dunker’s (1945) candle problem
Mental set
Use previous problem solving strategy and we stick with it if it wasn’t successful
Computational approach-Newell & Simon (1972)
General Problem Solver-Computer program designed to solve numerous well-defined problems
Problem space includes
Initial state of the problem
Goal state
Possible mental operators
Problem-solving strategies for limited capacity
Heuristics
Algorithms
Means–ends analysis
Heuristics
Rules of thumb
Often no clear idea of structure
Focus on short-term goals
Algorithms
Methods or procedures for solving a problem
Mathematics
Means-End Analysis
Note the difference between the current state of the problem and the goal state
Form a subgoal that will reduce the difference between the current and goals states
Select a mental operator that will permit attainment
Evidence supporting Newell & Simon (1972) Computational framework
The approach works well with several well-defined problems
Specifies the shortest sequence of moves from initial state to goal
Problems with Newell & Simon’s computational framework (1972)
Better than humans at remembering what happened on a problem but inferior to humans at planning future moves
Everyday life problems are ill-defined
Performance on insight problems?
Doesn’t take into account Individual differences
Analogical problem solving
Involves using similarities between current problem and one or more problems solved in the past