Esenin-Volpin's theorem
Theorem in topology
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In mathematics, Esenin-Volpin's theorem states that weight of an infinite compact dyadic space is the supremum of the weights of its points. It was introduced by Alexander Esenin-Volpin (1949).[1] It was generalized by Efimov in 1965[2] and Turzański in 1992.[3]
