General topology | Boolean algebra | Categorical logic

Stone space

In topology and related areas of mathematics, a Stone space, also known as a profinite space or profinite set, is a compact totally disconnected Hausdorff space. Stone spaces are named after Marshall Harvey Stone who introduced and studied them in the 1930s in the course of his investigation of Boolean algebras, which culminated in his representation theorem for Boolean algebras. (Wikipedia).

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Related pages

Spectral space | Condensed mathematics | Inverse limit | Homeomorphism | Stone–Čech compactification | Topology | Clopen set | Category of topological spaces | Ultrafilter | Hausdorff space | Connected space | Mathematics | Equivalence of categories | Stone duality | Zero-dimensional space | Functor | Compact space | Prime number | Pro-category | Kolmogorov space | Profinite group | Stone's representation theorem for Boolean algebras | Discrete space | Cantor set | Product topology | Boolean algebra (structure)