moduloivia
Moduloivia is a hypothetical mathematical framework that merges modular arithmetic with viability analysis to study how modular reductions behave in discrete dynamical systems.
In moduloivia, the primary objects are a modulus n, the residue set R_n = {0,1,...,n−1}, and a viability
The framework studies properties such as viability invariance (if r viable then f(r) is viable), closure under
Applications are mostly theoretical: analyzing pseudorandom number generators, error-detection schemes in modular encodings, and the assessment
Status: Moduloivia remains a conceptual construct used in discussions of modular dynamics; it has no standard