THE MATHEMATICAL MACHINE From Three-Dimensional Grid to Four-Dimensional Rotation Six Core Mathematical Discoveries

The St. Denis Mathematical Machine is a rotational arc equation governed by the universal constant Ksd = 6.5190777446. The machine maps the structural behavior of the observable universe across four computational dimensions and produces six verified mathematical discoveries including a permanent non-zero energy floor, an asymmetric Sign Inversion Gate where the wave snaps between positive and negative domains without passing through zero, a Fixed Point Attractor existing only in the negative domain, and a velocity asymmetry showing negative space moves faster than positive space. The machine runs on an infinite wheel architecture. Each wheel adds one dimension. The output of each wheel becomes the input of the next. There is no upper limit — infinite dimensions can be added. The numbers bend at each transition, producing mathematical behavior that existing notation cannot fully describe. This bending number structure is currently being formally named and developed as new mathematics. Seven theoretical possibilities are presented including mechanisms for dark matter, antimatter leakage, black hole and wormhole formation, universal rotation, and candidate approaches to the ABC Conjecture and Yang-Mills Mass Gap. CERN's LHCb experiment (2025) stated new mathematics is required to explain observed matter/antimatter asymmetry. This machine is offered as a candidate framework. All discoveries are computationally reproducible. The mathematical community is invited to verify and review. T. St. Denis — Independent Researcher — Oakland, California — February 2026 Contact: [e-mail]