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May 27, 20260 citationsOpen Access

Field-Network Theory – Singularities as Proof of the Structural Failure of General Relativity

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TTaponen-Synoidi

Key Points

  • The aim is to clarify that singularities illustrate a limitation in general relativity rather than a failure of its description of nature.
  • Introduced and analyzed the concept of singularity within the framework of Field-Network Theory.
  • Examined the implications of geometric background formalism approaching an impossible condition.
  • Discussed the role of distinguishable event continuity and background-independent temporal emergence.
  • Demonstrated that Field-Network Theory avoids singularity through distinguishable event continuity.
  • Showed that singularities indicate the limits of geometric background formalism in representing physical reality.
  • Proposed that without a manifold, singularities cannot physically manifest.

Abstract

This note argues that singularity does not represent a failure of General Relativity to describe nature, but rather serves as structural proof that geometric background formalism asymptotically approaches an ontologically impossible condition. Within Field-Network Theory, no such collapse occurs, because distinguishable event continuity forbids complete closure while background-independent temporal emergence provides no manifold within which singularity could physically form. https://sites.google.com/view/field-network-theory

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Cite This Study

Taponen-Synoidi (2026) studied this question.

synapsesocial.com/papers/6a168b280c924ddd1bd59fd6https://doi.org/10.5281/zenodo.20387804
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