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Seifert conjecture

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The Seifert conjecture is a conjecture in the field of topology, specifically dealing with the properties of certain types of manifolds known as Seifert fibered spaces. It was proposed by the mathematician Herbert Seifert in the late 1950s. The conjecture posits that: **Every Seifert fibered manifold (which is a type of 3-manifold) has an incompressible surface.

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