Resolution of the Poincaré Conjecture via Natural Processual Methods

This work presents a proposed resolution of the Poincaré Conjecture through Natural Processual Methods, introducing a novel mathematical framework inspired by processual geometry. The approach combines analytic structures with process-based regularization, aiming to provide both conceptual clarity and formal rigor. This preprint is deposited on Zenodo for archival and priority purposes, while the peer-review process is ongoing in a scientific journal.