Description
A crisp, first-year–friendly white paper proposing a brand-new, logically rigorous framework that unifies cosmogony, elementary differential geometry, and metaphysics. The core idea: physics emerges from the geometry of consistent descriptions. Starting with bitstring models and simple counting, the paper builds “extremely elementary manifolds,” derives geodesic motion from a Least Description Principle, links discrete angle defects to curvature, and introduces an informational Hubble parameter where cosmic expansion reflects growth in admissible states. No advanced prerequisites, no graphs—just clear definitions, lemmas, and elementary proofs that yield surprising, testable insights about curvature, motion, and expansion. Ideal for curious undergraduates, educators, and researchers seeking a fresh, minimal-assumption path to a unified view of the universe.







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