The Fractal Time Framework (FTF): Discrete Log-Periodic Dyna
Status: Unreviewed preprint (Zenodo). Independent, unconfirmed research; not peer-reviewed.
The Fractal Time Framework (FTF) introduces a unified temporal transformation model that extends classical physics by embedding time itself within a recursive, self-similar architecture. Built on the scaling constant λ ≈ e, the FTF proposes a common description of patterns in several domains.
The framework proposes that system stability may relate to fractal time harmonics. It bridges deterministic and probabilistic regimes and explores logarithmic self-similarity in time intervals.
The paper proposes that FTF could function as the temporal core of the Unified Fractal Field Theory (UFFT), suggesting that time operates not as a linear parameter but as a fractal continuum regulating information flow, causality, and stability across scales.
Keywords: Fractal Time, Unified Fractal Field Theory, Temporal Scaling, λ = e, Scale Relativity, Galactic Rotation Curves, Seismic Fractality, Chronometry, Quantum Coherence, Self-Similarity
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