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June 15, 20260 citationsOpen Access

Temporal Measure Framework — Version 6: Complete Formal Exposition

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LPLeonas Povilaitis

Key Points

  • To provide a formal exposition of the Temporal Measure Framework (TMF v6) for modeling experienced time.
  • Presents the temporal surface T² = S¹ × S¹ derived mathematically.
  • Derives the coupling constant β from Planck-scale vacuum geometry.
  • Integrates axiomatic steps 1–5 into a comprehensive manuscript.
  • Formulates three falsifiable predictions (F1–F3) with specific criteria for testing.
  • Demonstrates the uniqueness of derived temporal structures through a topological proof.

Abstract

The Temporal Measure Framework (TMF v6) is a differential-geometric model of the structure of experienced time. The realized temporal surface T² = S¹ × S¹ is derived as the unique admissible filter image via topological uniqueness proof. The coupling constant β = ρPl⁻¹ is derived from Planck-scale vacuum geometry. Three falsifiable empirical predictions (F1–F3) are formulated with explicit falsification criteria. This document integrates Steps 1–5 of the TMF v6 axiomatic derivation protocol into a single consolidated academic manuscript.

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Cite This Study

Leonas Povilaitis (2026) studied this question.

synapsesocial.com/papers/6a2f980ca1cfeec4908291f7https://doi.org/10.5281/zenodo.20676043
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