Abstract This paper introduces the Law of Successive Limitations (LSL), a foundational axiom positing that no boundary within physical, mathematical, or cosmological systems constitutes an absolute termination. Instead, the manifestation of any primary limit (L₁) fundamentally and systematically necessitates the generation of a secondary, successive limit (L₂). This paper establishes the mathematical and philosophical framework for infinite existential succession, proving that boundaries are inherently generative rather than restrictive. Keywords: Law of Successive Limitations (LSL), Boundary Causality, Generative Interface, Topological State Space, Boundary Succession Operator (G), Cosmological Horizon (L₂₎ₒ₌₎ₒ), Ontological Succession, Bhodhaanubhavam, Paradox of Definition, Infinite Existential Sequence, Non-denial Framework, Quantum Vacuum/Void.
Ayyappan Manikantan Nair (Wed,) studied this question.