The Standard Model of Nothingness in Mathematical Linguistics Synthesis (MLS)

This paper establishes the Standard Model of Nothingness within Mathematical Linguistics Synthesis (MLS), a novel framework for redefining nothingness beyond traditional mathematical constraints. Unlike classical definitions that rely on structured axioms, this approach defines nothingness as a self-generating construct incorporating logic, power, and unbounded mathematics while maintaining coherence. The Standard Model of Nothingness introduces a conceptual foundation that prevents contradiction while allowing absolute freedom of expression. By unifying unbounded math, logical equilibrium, and emergent structures, this model serves as the foundational basis for understanding existence, conceptual emergence, and mathematical structures within MLS. This work builds upon our prior research published on Figshare and is now formalized in LaTeX for structured academic presentation.