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The study aims to explore quantum probability as a framework to resolve decision-making paradoxes in human cognition.

August 2, 2026Open Access

Quantum Probability Resolves Decision Paradoxes via Non-Commutative Operators — E8 Intelligence Research

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The study aims to explore quantum probability as a framework to resolve decision-making paradoxes in human cognition.
Utilized quantum probability models based on Hilbert space and non-commutative operators.
Examined paradoxes such as order effects and conjunction fallacies.
Analyzed the implications of a non-classical understanding of decision-making.
Demonstrated that classical Bayesian logic is insufficient for accounting for cognitive phenomena.
Showed that quantum probability can effectively explain inconsistencies in decision-making.
No geometric constants or symmetries were identified within the suggested model.

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Quantum probability models resolve decision-making paradoxes in cognition, suggesting a non-classical framework.

Andrew Stewart Caldin (2026) studied this question.

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