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In mathematics, Dolgachev surfaces are certain simply connected elliptic surfaces, introduced by Igor Dolgachev. They can be used to give examples of an infinite family of homeomorphic simply connected compact 4-manifolds, no two of which are diffeomorphic.

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  • Dolgachev surface (en)
  • Поверхность Долгачёва (ru)
  • Dolgachevyta (sv)
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  • In mathematics, Dolgachev surfaces are certain simply connected elliptic surfaces, introduced by Igor Dolgachev. They can be used to give examples of an infinite family of homeomorphic simply connected compact 4-manifolds, no two of which are diffeomorphic. (en)
  • Inom matematiken är Dolgachevytor vissa enkelt sammanhängande introducerade av ). De kan användas till att ge exempel på en oändlig familj av homeomorfiska enkelt sammanhängande kompakta 4-mångfalder av vilka inga två är diffeomorfiska. (sv)
  • Поверхности Долгачёва — это определённые односвязные , введённые Долгачёвым. Их можно использовать для получения примеров бесконечного семейства гомеоморфных односвязных компактных 4-многообразий, никакие два из которых не диффеоморфны. (ru)
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  • Igor Dolgachev (en)
  • Selman Akbulut (en)
  • Simon Donaldson (en)
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  • Simon (en)
  • Igor (en)
  • Selman (en)
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  • Donaldson (en)
  • Akbulut (en)
  • Dolgachev (en)
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  • In mathematics, Dolgachev surfaces are certain simply connected elliptic surfaces, introduced by Igor Dolgachev. They can be used to give examples of an infinite family of homeomorphic simply connected compact 4-manifolds, no two of which are diffeomorphic. (en)
  • Inom matematiken är Dolgachevytor vissa enkelt sammanhängande introducerade av ). De kan användas till att ge exempel på en oändlig familj av homeomorfiska enkelt sammanhängande kompakta 4-mångfalder av vilka inga två är diffeomorfiska. (sv)
  • Поверхности Долгачёва — это определённые односвязные , введённые Долгачёвым. Их можно использовать для получения примеров бесконечного семейства гомеоморфных односвязных компактных 4-многообразий, никакие два из которых не диффеоморфны. (ru)
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