We propose a framework that addresses foundational problems in physics using a fixed-point equation on directed-complete partial orders, suggesting deep connections among them.
We propose a self-consistent fixed-point equation on a dcpo (directed-complete partial order): U ≅ μF = F(μF, μF) = colimⁿ Fⁿ(⊥) ≅ μF. Four foundational unsolved problems — the arrow of time, quantum measurement, fine-tuning, and the cosmological constant — emerge as structural faces of this single equation.
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