Stable freeness interface for projective modules #
This module records the application-independent right-module formulation of stable freeness used in filtered-ring arguments. It is a definition, not a claim that any particular ring has the property.
Every finitely generated projective right R-module becomes finite free
after adding a finite free summand. Right modules are represented as modules
over Rᵐᵒᵖ, so the order of scalar multiplication remains explicit.
Equations
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