Tenson Limit Equation — Complete Mathematical Expansion

The Tenson Limit Equation extends the foundational Tenson Equation ∇· (E + iI) = 0 by incorporating G¨odel’s incompleteness theorem into its struc- ture. Through the introduction of hierarchical residual terms εn and the limit process limn→∞ εn = ε∞, the theory unites logical incompleteness with physical conservation. The resulting formulation, ∇∞· dLT dε∞ dt = dt, describes the time- evolving asymptotic conservation of complex energy–information tensors. This pa- per presents a complete step-by-step derivation, interpretation, and physical mean- ing of the equation, demonstrating that imperfection itself sustains existence.