Spacetime Formation under Requirements: Contextual Realization and Form-Dependent Probability
The paper titled 'Spacetime Formation under Requirements: Contextual Realization and Form-Dependent Probability' by Song-Ju Kim presents a new interpretation of quantum probability. It suggests that quantum probability arises from contextual spacetime formation influenced by finite-state requirements rather than classical probability frameworks. This approach redefines concepts such as objecthood and eventhood as forms of realization under specific requirements.
- ▪The paper proposes that quantum probability is a fixed-spacetime projection of contextual spacetime formation.
- ▪It begins with requirements like finite representational capacity and context-sensitive intervention, rather than traditional concepts of time and space.
- ▪The framework aims to explain phenomena such as noncommutativity and quantum-like probability through the lens of contextual spacetime formation.
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Computer Science > Artificial Intelligence arXiv:2605.23943 (cs) [Submitted on 1 May 2026] Title:Spacetime Formation under Requirements: Contextual Realization and Form-Dependent Probability Authors:Song-Ju Kim View a PDF of the paper titled Spacetime Formation under Requirements: Contextual Realization and Form-Dependent Probability, by Song-Ju Kim View PDF HTML (experimental) Abstract:Quantum cognition often explains order effects, contextuality, and violations of the law of total probability by replacing classical probability with quantum probability on a fixed event structure. This paper proposes a different interpretation: quantum probability is the fixed-spacetime projection of contextual spacetime formation under finite-state requirements.
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