Answers are grounded in this paper and cite their sources.
This theory demonstrates a new scalar framework influencing particle masses and cosmic phenomena, indicating potential solutions to cosmological tensions.
Tritemporal Scalar Lag Theory (TSL) is a scalar-tensor framework embedded in a symmetric six-dimensional manifold with three orthogonal time dimensions: forward (t₊), reverse (t₋), and oscillatory (t₀). The core mechanism—the tri-temporal scalar lag—posits that a single scalar field ϕ governs all phenomena through lags against Planck-scale oscillations: particle masses as individual scalar lags, gravity as disformal shear from collective scalar lags, dark matter as reverse-time scalar lag echoes (hybridized with sterile neutrinos for clusters), quantum superposition via oscillatory scalar lags, cosmology through asymmetric scalar lag projections (τ₋/τ₊ ≈ 1 + ε, ε ≈ 1.59×10⁻⁴ from 10^7 flux scans, 95% CI 9.5×10⁻⁵–2.40×10⁻⁴, variance 12%), retrocausality as t₋-mediated scalar lag influences supported by 2025 negative time delay experiments (e.g., -0.82 ±0.31 τ₀ in quantum optics, arXiv:2409.03680, confirmed physical in 2025 analyses), neutrino masses (m_ν ≈ 0.06 eV via t₀ lags, consistent with KATRIN <0.45 eV upper limit, Science 388, 180, 2025; best fit -0.14 eV²), baryogenesis (η_B ≈ 6×10⁻¹⁰ via t₋ echoes, aligned with LHCb 2.45% CP asymmetry in Λ_b decays, Nature 643, 1223, 2025; 3.2σ evidence in baryons per 2025 CERN updates), supersymmetry (N=1 superpartners from t₀ lags, 2.5 TeV-scale HL-LHC signals fitting 2025-2026 exclusions >2 TeV for gluinos, arXiv:2601.01066; higgsinos ~200-300 GeV in NUHM models), and inflation (slow-roll from lag asymmetry, tensor modes r ≈ 10⁻³ within CMB-S4 projections σ(r)≈5×10⁻⁴, arXiv:2505.02827). Effective 4D dynamics emerge from this fundamental scalar lag asymmetry, fixed by super Yang-Mills beta function in SU(3) hidden sector (b=9) and flux vacua numerics, paralleling Kletetschka's 3D time framework for particle masses (Reports in Advances of Physical Sciences, 2025). TSL addresses Hubble tension (local 73±1 km/s/Mpc vs. early 67.4, >5σ per 2026 analyses including JWST refinements, arXiv:2601.00650; descending with redshift per DESI+Euclid), JWST high-z structures, LHC excesses/anomalies, quantum coherence, PTA signals, neutrino oscillations, baryon asymmetry, SUSY breaking, and primordial perturbations, with sharp falsifiable predictions (2026–2032, e.g., JUNO jitter 1-4.3 ns). This v15.0 integrates N=1 SUSY via 2T-SUSY extensions (Bars' framework), inflationary slow-roll from lags, multi-time probes (e.g., quantum networks for retrocausality), proofs against ultrahyperbolic issues via relational emergent time with eigenvalue positivity, 2025-2026 data (e.g., CP violation at 3.2σ, negative delays, Hubble updates >5σ persistent), dilaton mapping for dynamic Hubble (w_0 ≈ -0.85), hybrid DM for clusters (sterile shifts to 3.5 keV), strong CP via flip bias (θ_eff ≈10⁻¹¹), and muon g-2 null (<1σ per Fermilab 2025). All parameters data-derived; multi-time evidence from 2025 papers (e.g., arXiv:2512.15789 on relational time, arXiv:2512.10875 on quantum evolution, arXiv:2409.03680 on negative delays). Assumptions: (1) Three orthogonal time dimensions with (+ + + - - -) signature; (2) Single canonical scalar field; (3) Flux vacua stabilization without tachyons; (4) ε>0 for causality. Limitations: SUSY signals require HL-LHC (2030 start); inflation tensors need CMB-S4 sensitivity (~2027).
No takes yet. Share an insight, caveat, or question.
David Rheault (2026) studied this question.
Synapse has enriched 8 closely related papers on similar clinical questions. Consider them for comparative context: