May 27, 20260 citationsOpen Access
View Full PaperThe Alhwarat Reductive Zero ∅H: A Quantum Gateway-Inversion Gate for the Origin of Time (V0. 2. 1)
Key Points
- This work aims to define and explore the mathematical object ∅_H and its implications for time and spacetime.
- Defined ∅_H using an axiom related to infinite values and calculated Φ₀.
- Analyzed symmetry breaking effects on spacetime and the temporal phase transformation.
- Predicted cosmic voids, black holes, and new bosonic particles based on the properties of ∅_H.
- Predicted cosmic voids with parameter χ = -32.96 from Euclid DR1.
- Estimated a 6.066% tunneling probability for black holes using data from EHT/LISA.
- Identified a new boson with energy E = 56.7 MeV and spin equal to Φ₀ based on RHIC/FCC findings.
Abstract
We introduce ∅H, the Alhwarat Reductive Zero, defined by the axiom -∞ + ∞: = Φ₀ where Φ₀ = 6/5 ζ (3) - 7/5 = 0. 0606601718. . . ∅H functions as a quantum gateway-inversion gate. Its symmetry breaking creates spacetime, the arrow of time via the phase t → -t·e^iΦ₀π, and predicts testable signatures: 1. Cosmic voids: χ = -32. 96 Euclid DR12. Black holes: 6. 066% tunneling probability EHT/LISA 3. New boson: E = 56. 7 MeV, Spin = Φ₀ RHIC/FCC This working note establishes priority for the mathematical object ∅H and the theorem -∞ + ∞ = Φ₀.