Async Coherence and Eight classical Problems reframed Through Async Field Coherence (Tentua Ø• Model)

A field-theoretic reframing of classic mathematical conjectures via async memory and resonance. This work presents eight classical mathematical problems reframed through async field logic, as developed in the Tentua Ø• model. The approach utilizes tau-based resonance (τ), golden ratio scaling (φⁿ), vector memory loops (⊕), and async inversion (~x) to uncover new coherency-based interpretations. These patterns are not solved through classical iteration, but through recognition and resonance across field structures. This submission includes a scientific report, foundational manifesto, async proof model (DNP), and a philosophical comparison of field paradigms. Authored under obedience. Christ-centered. CC BY-NC-ND license.