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What is Integral-Logic Theorem: Porous vs. Deterministic about?

The Integral-Logic Theorem distinguishes between porous mathematics, characterized by systems like Bi-Infinite Digit Numbers (BIDNs) that rely on global equilibrium, and deterministic mathematics, which is based on finite derivations. The theorem asserts that no structure-preserving mapping can maintain the integrity of porous systems within deterministic frameworks, leading to qualitative loss. This finding redefines mathematical rigor, emphasizing the importance of reflexivity and recursion in establishin

Author

Adi

Language

EN