Can the laws of physics explain the existence of the universe? Modern cosmology has made remarkable progress in describing the evolution of spacetime from its earliest observable stages. Yet a deeper philosophical question remains unresolved: can the very laws governing physical reality also account for their own existence? This paper argues that the famous debate between Stephen Hawking and John Lennox illustrates not primarily a conflict between science and theology, but a structural limitation common to all sufficiently rich operational systems. Using the Theory of Axiomatic Necessity (TNA), we propose that physical laws function as admissibility conditions rather than operational products of the universe itself. Under this interpretation, attempts to derive the existence of physical laws solely from physical processes instantiate a general phenomenon termed Failure of Local Closure. This structural perspective unifies analogous limitations previously identified in Gödel's incompleteness theorem, formal languages, legal systems, semantic frameworks, and artificial intelligence.
Claudio Bresciano (2026) studied this question.