Lecture 15 extra reading info:

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Last updated 4:47 PM on 3/27/26
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Chapter 12: Problem solving: Cognitive psych: Eysenck and Keane:

  • What is insight in problem solving:

  • Insight is a sudden realisation of a solution, often accompanied by an “Aha!” experience, where the problem is restructured mentally to reveal a non-obvious solution

2
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What is representational change theory:

Representational change theory proposes that insight occurs when the mental representation of a problem is restructured, often through:

  • Constraint relaxation (removing assumptions)

  • Re-encoding (reinterpreting information)

  • Elaboration (adding new information)

3
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What is a cognitive miser in reasoning and decision-making:

  • A cognitive miser is someone who avoids effortful thinking and relies on simple heuristics or intuitive responses, even when more analytical reasoning would produce better answers.

4
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What is an analogy in problem solving:

  • An analogy is a comparison between two problems or systems that highlights similarities, allowing knowledge from a previous situation to help solve a new one.

5
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What are the three types of similarity in analogical problem solving:

  • Chen, 2002.

  • Superficial similarity: shared surface features (e.g., objects).

  • Structural similarity: shared relationships between elements.

  • Procedural similarity: similar steps or procedures for solving the problem.

6
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What are the four stages of analogical reasoning:

  • Grossnickle et al 2006.

  • Encoding – processing the information in the problem.

  • Inferring – identifying relationships between elements.

  • Mapping – identifying the overall relational rule.

  • Applying – using the rule to generate the correct answer.

7
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What role do working memory and fluid intelligence play in analogical reasoning:

  • Working memory capacity helps maintain and manipulate information during reasoning.

  • Fluid intelligence supports solving novel problems and identifying abstract relationships, which is crucial for analogical reasoning tasks such as Raven’s Progressive Matrices.

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