What question did this study set out to answer?

This work aims to extend the stabilisation framework to incorporate correlations within subsystems.

March 15, 2026Open Access

Stabilisation Correlations and the Geometry of Coherence

Key Points

This work aims to extend the stabilisation framework to incorporate correlations within subsystems.
Developed a compact formulation for coupled stabilisation dynamics in a continuous elastic field.
Derived geometric structures that govern joint resolution outcomes and coherence in finite time.
Introduced a theoretical approach to understanding the relationships between stabilisation and coherence.
Identified key geometric features that influence the dynamics of coupled subsystems.

Abstract

This is a restricted-access theoretical manuscript extending the stabilisation framework to correlated subsystems within the Found Field programme. The paper develops a compact formulation of coupled stabilisation dynamics in a continuous elastic field and derives the geometric structure governing joint resolution outcomes and finite-time coherence. The work forms part of a restricted derivation series accompanying the public Found Field conceptual papers. Core mathematical derivations and technical details are not included in the open series.

Stabilisation Correlations and the Geometry of Coherence

Key Points

Abstract

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