The Cosmogenesis Theory introduces a unified, multi-stage cosmological framework describing the origin and evolution of the universe through recursive cycles of differentiation and integration. Grounded in six foundational cosmogenic principles—Potential, Work, Discovery, Support, Balance, and Liberty—the theory proposes that the universe unfolds via alternating phases governed by the dynamic interplay between Gravitational Force (FG) and Dark Energy Force (FDE). These forces cyclically invert their dominance: FDE = 2·FG characterizes differentiation phases, while FG = 2·FDE defines integration stages. This interaction catalyzes the formation of matter, energy transformation, and space-time structuring.
Mathematical formulations such as the Cosmic Balance Equation: Ω = 2 * [(FDE / FG) * (Wformation / (α * Favg + β * ρavg))] and the Temporal Progression Function: T = 4n² + 4 quantify the relational dynamics between force magnitude, density evolution, energy expenditure, and cosmic time across stages. From the primordial state through the formation of dark matter, quark-gluon plasma, subatomic particles, and hydrogen isotopes (Protium, Deuterium, Tritium), the theory maps each transition to force thresholds and cosmogenic principles.
The model extends into geometric theorems that validate the emergence of space-time curvature and large-scale cosmic web architecture. Symbolic logic embedded in each principle also provides a layered metaphysical interpretation, enriching the physical description of cosmic formation. Furthermore, the theory is designed for computational simulation and is being implemented into a purpose-built programming language—the Cosmogenesis Language—to model universal evolution from first principles in both symbolic and numerical domains.
The Cosmogenesis Theory offers a novel contribution to cosmology by unifying force mechanics, symbolic logic, and mathematical symmetry into an integrative system capable of both philosophical insight and scientific computation.