FTFT unlocks the secrets of Time
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.
FTFT Key Findings and Implications
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.
1. Modification of Einstein’s Equations
- The introduction of a dynamical time-speed factor alters gravitational field equations, leading to new predictions for black hole physics, cosmology, and gravitational waves.
2. Black Hole Physics
- Kerr Black Hole Shadows: FTFT modifies the shadow radius by ~2% for M87* and ~3% for Sgr A* compared to GR.
- Evaporation and Entropy: FTFT predicts deviations in Hawking radiation and entropy corrections similar to those in String Theory and Loop Quantum Gravity (LQG).
- Rotating Wormholes: The theory suggests that wormhole throats oscillate and stabilize over time, unlike traditional GR solutions.
3. Gravitational Waves and Echoes
- LIGO-Virgo-KAGRA Data: Bayesian model selection indicates that FTFT competes with LQG and String Theory in explaining gravitational wave observations.
- Echo Signatures: FTFT-induced time fluctuations create stronger, more detectable echoes compared to LQG, String Theory, and Nonlocal Gravity.
4. Unification with Loop Quantum Gravity and String Theory
- Integrating FTFT’s quantized temporal field into LQG’s spin network formalism modifies quantum spacetime at the Planck scale.
- Higher-dimensional brane models within FTFT suggest new perspectives on String Theory’s extra dimensions.
5. Experimental Tests and Future Research
- FTFT predicts deviations in black hole imaging (Event Horizon Telescope data) and gravitational wave signals (LIGO-Virgo-KAGRA).
. FTFT’s Quantized Temporal Field
FTFT introduces a temporal quantum field ϕT , where:
- The speed of time fluctuates dynamically with a new field equation.
- These fluctuations affect causal structure, black hole horizons, and gravitational waves.
- Temporal fluctuations introduce an effective energy correction into quantum gravity.
A key proposal is to embed FTFT’s quantized time fluctuations into LQG’s spin network evolution by modifying the spin foam amplitudes.
How FTFT Predicts GW Echoes at ~1387 Hz
FTFT posits that induces quantized time dynamics, affecting spacetime geometry near extreme gravitational environments like black hole mergers. The GW echo prediction at ~1387 Hz results from the interplay of 's interaction with the energy-momentum tensor and graviton, its influence on spacetime boundaries, and its quantized temporal effects. Here’s
Unification and Phenomenology from Heterotic String Theory with Theory Extension, Predictions
Abstract
The Fonooni Temporal Field Theory (FTFT) introduces a temporal scalar field ϕT (mϕT ∼ 150 GeV, coupling gT ∼ 0.18) to govern quantized time dynamics, predicting temporal asymmetries (∆t ∼ 1.5 fs) in particle decays, gravitational wave (GW) echoes at 1387 Hz,
rare decays (B → KϕT , BR ∼ 10−8 ), cosmic microwave background (CMB) anomalies, and attoscale non-local effects. We extend FTFT with non-local temporal couplings and cosmological interactions, embedding it in Heterotic String Theory’s E8 × E8 framework to derive an SO(10) Grand Unified Theory (GUT). Integration with the Minimal Supersymmetric Standard Model (MSSM) enhances same-sign dilepton (SSDL) events at the High-Luminosity LHC (HL-LHC). A 100,000-event MadGraph simulation yields ∼ 320 signal events with a significance of S∆t ∼ 8.2, testable with the CMS MIP-Timing Detector by 2029. Compatibility with Loop Quantum Gravity (LQG) unifies FTFT with quantum gravity. Experimental validations include GW echoes (LIGO A+, 2026), rare decays (Belle II, 2027), and CMB anomalies (Simons Observatory, 2030s). Addressing alternative interpretations, background processes, and cosmological validations, FTFT establishes a unified, testable framework bridging particle physics, gravity, and cosmology.
time is the fundamental dimension of the universe, and space
Why FTFT Matters 🔹 Provides a natural quantum gravity framework 🔹 Explains black hole modifications and gravitational wave echoes 🔹 Enhances early universe cosmology without requiring new exotic fields 🔹 Unifies aspects of GR, QM, LQG, and String Theory
- FTFT introduces a quantized temporal field, which allows both space and time to be treated on equal footing in a quantum gravity framework. This could resolve long-standing conflicts between General Relativity (GR) and Quantum Mechanics, providing a self-consistent way to quantize gravity.
- Wormhole Stability: FTFT’s oscillating temporal field may allow naturally stable traversable wormholes, avoiding the need for exotic negative-energy matter.
- Observability: FTFT predicts unique gravitational lensing signatures of wormholes, potentially detectable in deep-space surveys (e.g., HST, Euclid).
- Gravitational Wave Echoes: FTFT predicts stronger, more detectable gravitational wave echoes compared to other quantum gravity models (LQG, String Theory), which can be tested with LIGO-Virgo-KAGRA.
Achievements and Results for Fonooni Temporal Field Theory (FTFT)