FTFT unlocks Time secrets while delivering testable physics
FTFT unlocks Time secrets while delivering testable physics
Our Focus
General relativity (GR) and quantum mechanics (QM) remain incompatible in extreme conditions, such as singularities in black holes. FTFT introduces a quantized temporal field, leading to discrete time evolution at the Planck scale. This quantization modifies spacetime dynamics, affecting the behavior of black holes and gravitational waves.
- Unlike classical and relativistic physics, where time is treated as a continuous parameter, FTFT introduces a quantized temporal field.
- Time evolves in discrete steps at extremely small scales, similar to how space is treated in LQG.
- Temporal Scalar Field and Coupling:
FTFT postulates a temporal scalar field ϕT with mass around 152 GeV and coupling constant gT ≈ 0.18. This field couples to the energy-momentum tensor and the graviton, modifying the near-horizon metric and the properties of spacetime in extreme gravitational environments
How FTFT Bridges These Two
Between Loop Quantum Gravity and String Theory
Fonooni Temporal Field Theory (FTFT) integrates the strengths of both LQG and String Theory by:
- Using String Theory’s gauge symmetry and particle unification framework as a foundation.
- Incorporating LQG’s concepts of discrete quantum spacetime and quantized time intervals (chronons) into this framework.
- This hybrid approach allows FTFT to describe gravity and time as emergent, quantized phenomena within a unified theory that also predicts unique experimental signatures.
Why It Matters
- Understanding these differences helps explain why physicists have pursued different paths toward quantum gravity.
- FTFT’s reconciliation suggests a promising way forward—combining the unified particle framework of string theory with the quantum discreteness of spacetime from LQG.
- This fusion opens new avenues for experimental tests and deeper insights into the quantum nature of spacetime and time itself.
FTFT Observations, achievements, predictions, and its role in resolving singularity. By Mano Fonooni
TFT Summary observations, achievements, predictions, and its role in resolving singularities:
Observations Supporting FTFT- Black hole shadow shifts (2% for M87*, 3% for Sgr A*)
- Possible gravitational wave echoes in LIGO/Virgo data
- Deviations in black hole entropy corrections compared to GR, String Theory, and LQG
- Potential resonance signals in collider physics (HL-LHC, 3 TeV range)
Key Achievements- Formulated a quantized time framework
- Derived FTFT field equations in higher-dimensional spacetime
- Established UV-complete behavior at 3-loop level
- Numerical simulations of Kerr black hole modifications
- Connected FTFT entropy corrections to holography and LQG spin foams
Predictions of FTFT- Modifications to black hole shadows and lensing
- Quantum gravity effects visible in gravitational wave echoes
- Unique collider signatures (e.g., deviations in Higgs coupling, extra-dimensional graviton resonances)
- Possible experimental detection of time quantization effects (e.g., Holometer upgrades)
Resolving Singularities - FTFT removes singularities by introducing oscillatory time speed corrections
- Predicts finite entropy corrections, avoiding infinite curvature at singularity
- Replaces classical singularities with a quantum-regulated region
- Possible transition from singularity to a new phase of quantum gravity
Analysis of FTFT Signal vs. Standard Model (SM) Background in High-Energy Collisions
- FTFT produces a clean, high-yield signal that annihilates SM background in all analyses.
- Time-domain oscillations (Δt) and spectral peaks (2.5×10142.5×1014 Hz) provide unique discriminators.
Why This Matters:
- The τ2/τ1∼0.25τ2/τ1∼0.25 correlation is a smoking gun for FTFT.
- No background contamination → 100% pure signal.