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July 29, 2026Open Access

Resolving the Lorentzian Signature Problem in Noncommutative Geometry via an Immersive Jordan–Clifford Bridge

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Authors

MBMassimiliano Blandino

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Overview

Randomized trial demonstrates a solution to Lorentzian signature issue in noncommutative geometry, suggesting new structural insights.

Key Points

  • This work aims to resolve the Lorentzian signature problem in noncommutative geometry using an immersive bridge between types of algebras.
  • Constructed an immersive bridge between exceptional Jordan algebra and associative Clifford algebra.
  • Analyzed the spectrum of a Dirac-type operator within a specific finite-dimensional operational subspace.
  • Derived the algebraic relations satisfying strict Clifford conditions.
  • Constructed a finite discrete spectrum for the Dirac-type operator with specific eigenvalues.
  • Showed strict real algebraic relations leading to a Lorentzian signature alignment.
  • Provided a falsifiable condition linked to the minimal polynomial of a difference operator.

Cite This Study

Massimiliano Blandino (2026) studied this question.

synapsesocial.com/papers/6a69a2aec8da07d9defa6608https://doi.org/10.5281/zenodo.21626207
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