Coherent Rotation of Cosmic Filaments as Torsional Solitons in G-MaTT: A Geometric Origin of Large-Scale Synchronization

Abstract We present a first-principles explanation of the recently observed coherent rotation of a 50-million-light-year cosmic filament—hosting a 5.5 Mly-long row of galaxies rotating in synchrony—as a torsional soliton in the emergent mass-torsional field \(\hat{M}_\mu\) of Generalized Mass as Twisted Time (G-MaTT). This phenomenon, inexplicable in ΛCDM without fine-tuned initial conditions or ad hoc dark matter halos, arises naturally in G-MaTT as the IR manifestation of a primordial chiral twist in the pre-geometric potential \(\mathcal{M}_\mu\). We derive: 1. An effective Lagrangian for filament torsionvia dimensional reduction of the G-MaTT spectral action, 2. A spin-alignment two-point correlation function \(C(\Delta r) = \langle \hat{s}_i \cdot \hat{s}_j \rangle\) that predicts long-range coherence, 3. Its critical length scale \(L_{\rm crit} = c\tau_{\rm TUT}\), beyond which decoherence sets in. The observed filament lies well below \(L_{\rm crit} \approx 70\) Mly (for \(v/c \sim 10^{-3}\)), confirming G-MaTT’s prediction of primordial torsional coherence. No dark matter particles, extra fields, or initial-condition tuning are required—only the geometry of \(\hat{M}_\mu\).