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Parallel Processing Response Times and Experimental Determination of the Stopping Rule
Journal of Mathematical Psychology
|February 25, 1998
Summary
Exhaustive parallel models struggle to explain self-terminating processing effects. This study proves that non-super capacity parallel models cannot predict these critical effects, supporting self-terminating models.
Area of Science:
- Cognitive psychology
- Computational modeling
- Information processing
Background:
- Previous research indicated limitations of serial and some parallel models in predicting self-terminating effects.
- Self-terminating processing effects are frequently observed in experimental data.
Purpose of the Study:
- To generalize "impossibility" theorems to a broader class of parallel models.
- To demonstrate the inability of certain parallel models to account for self-terminating effects.
Main Methods:
- Theoretical analysis and mathematical proof.
- Generalization of existing impossibility theorems for computational models.
- Analysis of constraints on parallel processing models.
Main Results:
- Proved that non-super capacity exhaustive parallel models cannot predict self-terminating effects.
- Established conditions under which parallel models fail to account for these effects (target processing speed relative to non-targets).
Conclusions:
- The findings strongly support the validity of self-terminating processing models.
- Limitations of exhaustive parallel models in cognitive psychology are highlighted.
- Experimental evidence for self-terminating effects is further corroborated.