Three mutually independent axioms couple a measure, projection, and relation through a coupling law that has an explicit fixed-point solution and classification under finiteness or countability assumptions.
Riehl,Category Theory in Context, Dover
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Projection, Measure, and Idempotent Relations: Independent Axioms and a Fixed-Point Coupling Law
Three mutually independent axioms couple a measure, projection, and relation through a coupling law that has an explicit fixed-point solution and classification under finiteness or countability assumptions.