Background: The "background time" assumption in existing physical theories may face limitations when addressing cosmological singularities, the time problem in quantum gravity, the thermodynamic arrow of time, and history dependence in complex systems. Methods: We propose the LFD Configuration framework, redefining system state as a triplet Sₙ = (L, Fₙ, Dₙ), where historical information Dₙ is incorporated into physical reality. Time is reinterpreted as an emergent property of geometric tower weighted stacking T = Σ wₙ, rather than a pre-existing background. Results: Based on this framework, we derive modified Einstein field equations containing an RT coupling term and differential correction terms (g_μν□ - ∇_μ∇_ν) T. The theory reduces to general relativity in vacuum and weak-coupling limits. We demonstrate that seven classical thermodynamic conjectures can be unified under a generalized thermodynamic master equation dS/dT = Σgen - Σcancel. Quantum mechanics may emerge statistically from historical distributions, with the wave function potentially originating from probability amplitudes of historical distributions. Cosmological applications suggest that correction terms may produce effective dark energy effects during matter domination, while returning to the standard model during radiation domination, compatible with CMB observations. Conclusions: The LFD framework may provide a unified description of spacetime, gravity, thermodynamics, and quantum mechanics. The theory predicts testable effects including energy-momentum exchange flows, gravitational wave propagation corrections, and logarithmic corrections to black hole entropy. Observational constraints on the coupling constant are approximately |λ| ≲ 10⁻²⁰ m²/J (gravitational waves) to |λ| ∼ 10⁻¹⁴⁰ m⁴ (Planck scale).
Jinsong Liu (Thu,) studied this question.