The Central Theory: A Logarithmic Network of Fundamental Constants

The Central Theory introduces a unifying framework that connects fundamental mathematical and physical constants through a logarithmic network centered on the constant pi. Each constant is associated with a stabilizing coefficient such that their product equals e^pi. This structure allows reciprocal navigation between constants and defines a logarithmic metric that quantifies their relative "distance". The network is validated across a broad range of constants—algebraic, transcendental, trigonometric, and special—with a numerical precision better than 1e-8. This approach provides a novel geometric and structural perspective on fundamental constants, with potential applications in number theory, geometry, cosmology, and information theory.