Related Experiment Videos
Information processing and insight: a process model of performance on the nine-dot and related problems
J N MacGregor1, T C Ormerod, E P Chronicle
1School of Public Administration, University of Victoria, British Columbia, Canada.
Journal of Experimental Psychology. Learning, Memory, and Cognition
|February 24, 2001
Summary
Researchers developed an information-processing model explaining the difficulty of insight problems like the 9-dot problem using specific heuristics. This model also accounts for insightful moves and problem-solving strategies.
Area of Science:
- Cognitive Psychology
- Artificial Intelligence
- Problem-Solving Research
Background:
- The 9-dot problem is a classic example of an insight problem, notoriously difficult to solve.
- Previous explanations for its difficulty have been varied, lacking a unified information-processing framework.
Purpose of the Study:
- To present and validate a detailed information-processing model explaining the difficulty of the 9-dot problem.
- To demonstrate how specific heuristics contribute to both problem difficulty and the occurrence of insightful solutions.
Main Methods:
- Development of an information-processing model based on maximization and progress-monitoring heuristics with lookahead.
- Empirical testing of the model's predictions against human performance on the 9-dot problem and related tasks across five experiments.
Main Results:
- The model accurately predicted performance on the 9-dot and related problems.
- An extended model successfully accounted for insightful moves, validating the proposed heuristic mechanisms.
- Experiments critically evaluated the model against alternative explanations, supporting its predictive power.
Conclusions:
- Insight problem solving, including the 9-dot problem, can be effectively modeled within a means-ends analysis framework.
- Maximization and progress-monitoring heuristics are identified as the source of difficulty but are also crucial for generating insight.
- These heuristics guide the discovery and retention of effective problem states, thereby structuring the problem space.