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June 26, 20260 citationsOpen Access

The Relational Continuum and the Geometric Elimination of Time

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HKHenrik Kindstedt

Key Points

  • The aim is to explore the relationship between movement and time, concluding that time is unnecessary in measuring spatial changes.
  • Developed a geometric model based on a relational framework from earlier work.
  • Introduced fundamental entities in isolated vacuum environments to observe spatial scaling.
  • Validated findings through analysis of both micro and macroscopic systems.
  • Demonstrated a universal systemic displacement across entities upon introduction of relative motion.
  • Established velocity as a ratio solely of spatial change without the need for a time dimension.
  • Confirmed that time operates as a relational measurement, redundant in calculations involving motion.

Abstract

Building directly upon the relational framework established in The Identity of Time, which defined the temporal coordinate () through a strict identity with movement, this paper provides explicit geometric and mathematical execution of that model. By introducing identical, irreducible Fundamental Entities into a series of four strictly isolated vacuum environments, we map the step-by-step scaling of spatial dimensions from zero-dimensional stasis to a three-dimensional volumetric reality. We demonstrate that the introduction of relative motion triggers a universal, systemic displacement delta across all entities, allowing velocity to be calculated entirely as a ratio of pure spatial change. By validating this principle across both a closed four-body micro-system and our macroscopic solar system, we demonstrate that an independent fourth dimension is mathematically redundant, reinforcing the conclusion that time is a relational measurement of relative spatial translation.

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Cite This Study

Henrik Kindstedt (2026) studied this question.

synapsesocial.com/papers/6a3e19be030ad1a9b309252bhttps://doi.org/10.5281/zenodo.20836818
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