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The Hauptvermutung of geometric topology is a now refuted conjecture asking whether any two triangulations of a triangulable space have subdivisions that are combinatorially equivalent, i.e. the subdivided triangulations are built up in the same combinatorial pattern. It was originally formulated as a conjecture in 1908 by Ernst Steinitz and Heinrich Franz Friedrich Tietze, but it is now known to be false.

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  • Hauptvermutung (en)
  • Основная гипотеза комбинаторной топологии (ru)
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  • The Hauptvermutung of geometric topology is a now refuted conjecture asking whether any two triangulations of a triangulable space have subdivisions that are combinatorially equivalent, i.e. the subdivided triangulations are built up in the same combinatorial pattern. It was originally formulated as a conjecture in 1908 by Ernst Steinitz and Heinrich Franz Friedrich Tietze, but it is now known to be false. (en)
  • Основная гипотеза комбинаторной топологии (или Hauptvermutung) — гипотеза, утверждающая, что любые две триангуляции одного пространства допускают изоморфные подразбиения. Была сформулирована в 1908 году Эрнстом Штайницем и Генрихом Титце. Эта гипотеза была опровергнута в общем виде.Более того, она оказалась неверной для некоторых многообразий размерности 4 и выше. (ru)
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  • The Hauptvermutung of geometric topology is a now refuted conjecture asking whether any two triangulations of a triangulable space have subdivisions that are combinatorially equivalent, i.e. the subdivided triangulations are built up in the same combinatorial pattern. It was originally formulated as a conjecture in 1908 by Ernst Steinitz and Heinrich Franz Friedrich Tietze, but it is now known to be false. (en)
  • Основная гипотеза комбинаторной топологии (или Hauptvermutung) — гипотеза, утверждающая, что любые две триангуляции одного пространства допускают изоморфные подразбиения. Была сформулирована в 1908 году Эрнстом Штайницем и Генрихом Титце. Эта гипотеза была опровергнута в общем виде.Более того, она оказалась неверной для некоторых многообразий размерности 4 и выше. (ru)
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