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A canonical theory of dynamic decision-making
John Fox1, Richard P Cooper, David W Glasspool
1Oxford University Oxford, UK ; University College London London, UK.
This study introduces a unified theory of decision-making using canonical functions to bridge disciplinary gaps. This framework integrates diverse perspectives for a comprehensive understanding of decision-making processes.
Area of Science:
- Cognitive Science
- Artificial Intelligence
- Neuroscience
- Economics
Background:
- Decision-making research is fragmented across multiple disciplines, hindering interdisciplinary collaboration.
- Existing conceptualizations and methodologies for studying decision-making vary significantly.
- A unifying theory is needed to integrate diverse perspectives and facilitate collaborative research.
Purpose of the Study:
- To present a novel theory of decision-making based on a set of canonical functions.
- To provide a general yet precise framework accommodating diverse viewpoints on decision-making.
- To facilitate interdisciplinary working by unifying conceptualizations and methods.
Main Methods:
- Articulating decision-making as a set of general canonical functions covering the entire decision cycle.
- Instantiating these functions for specific theoretical or practical applications.
- Assessing the canonical approach across cognitive and neuropsychology, artificial intelligence, and decision engineering domains.
Main Results:
- The proposed theory accommodates diverse viewpoints on decision-making through general canonical functions.
- The framework covers the complete decision cycle, from framing to commitment and revision.
- The canonical approach demonstrates applicability in cognitive science, AI, and decision engineering.
Conclusions:
- The canonical theory offers a unified perspective on decision-making, addressing field fragmentation.
- This framework supports interdisciplinary research by providing a common language and structure.
- The theory's generality and precision enable its application in various scientific and engineering fields.
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