= C-minimal theory
{wiki=C-minimal_theory}
C-minimal theories are a concept within model theory, a branch of mathematical logic that deals with the relationships between formal languages and their interpretations or models. A theory is said to be C-minimal if it exhibits certain properties related to definable sets and their structures. Specifically, C-minimal theories are often characterized by the idea that any definable set in the structure behaves nicely in terms of their geometrical and topological properties.
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