Stabilisation Dynamics II: Correlation Geometry in Coupled Systems
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Abstract
This paper extends the stabilisation dynamics framework to joint outcome statistics, showing that correlations arise from geometric deformation of shared attraction basins. In the weak-noise regime, outcome statistics are determined by basin measures. When systems are coupled, interaction modifies the underlying stabilisation landscape, deforming basin geometry and inducing non-factorisable statistics. This work forms part of the “Stabilisation Dynamics” series, which develops a geometric framework for probability, correlation and dynamical behaviour in stabilisation systems. Subsequent papers extend this framework to spatial propagation, continuum limits and domain growth, and further derive resolution…
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Topics
Keywords
- Work (physics)
- Outcome (game theory)
- Dynamics (music)
- Dynamical systems theory
- Operator (biology)
- Projection (relational algebra)
- Joint (building)
- Correlation
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