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May 4, 20262 citationsOpen Access

Finite Recurrent Stability and Horizons: Collapse, Emergence, and Recurrence Dynamics

Finite Recurrent Stability and the Pre-Spacetime Structure of Horizons: Collapse, Emergence, and Recurrence as Recoverability Boundaries

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Authors

WLWilliam Andrew Lawrence

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Overview

This manuscript develops a mechanism-neutral theory on stability and recoverability in closed universe systems, revealing structural identities.

Key Points

  • The central aim is to establish a theory of finite recurrent stability that defines persistence in closed systems without external references.
  • Developed a mechanism-neutral theoretical framework for finite recurrent stability.
  • Defined and classified concepts such as collapse, emergence, and horizon structures in relation to stability conditions.
  • Introduced a taxonomy for different types of horizons based on their recoverability transition roles.
  • Defined stability conditions as structural boundaries expressed by a finite stability band.
  • Classified collapse and emergence as oppositional states that indicate transitions in recoverability within these boundaries.
  • Established that recurrence can occur without strict identical repetition, allowing for boundary-equivalent recurrence instead.

Cite This Study

William Andrew Lawrence (2026) studied this question.

synapsesocial.com/papers/69f837ab3ed186a739981dechttps://doi.org/10.5281/zenodo.19966230
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