Most scientific theories assume that the universe behaves according to laws written ``outside'' the universe: equations that simply exist, like a cosmic instruction manual. But if the universe is all there is, where do these laws come from? Who or what enforces them? The central idea of the Mathematical Foundations of Reflexive Reality (MFRR) is that the universe has no external rulebook. It cannot rely on an outside referee. It must therefore contain its own laws, its own mechanism of execution, and its own system for resolving ambiguities. A universe must, in effect, compute itself. This requirement is called Perfect Self-Containment (PSC). It is not speculative: logical arguments, computational reasoning, and geometric considerations all show that PSC is unavoidable for any universe that exists ``on its own.''
Nova Spivack (2026) studied this question.
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