This theoretical framework introduces a novel mathematical paradigm that bridges algebraic indeterminacy with quantum mechanical principles. By redefining the structure of the real number line into a continuous closed topological loop, we establish a perfect symmetry between zero (0) and infinity (∞). Furthermore, we resolve traditional indeterminate forms by introducing the Superposition Constant (k), representing the universal set of all numbers. Finally, we apply the concept of wave-function collapse to abstract algebra through the Law of Observational Collapse, providing a structurally sound framework that operates without internal mathematical contradictions.
Maneth Sethnal Wijimanna (Sun,) studied this question.