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Martin Sleziak
Martin Sleziak
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Dora
Dora
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Applications of the Dold-ThomKan correspondence

The Dold-ThomKan correspondence says essentially that simplicial abelian groups and nonnegative chain complexes of abelian groups are equivalent objects. While this is a very natural statement, I am not aware of any serious applications of it. Does anyone know any?

Applications of the Dold-Thom correspondence

The Dold-Thom correspondence says essentially that simplicial abelian groups and nonnegative chain complexes of abelian groups are equivalent objects. While this is a very natural statement, I am not aware of any serious applications of it. Does anyone know any?

Applications of the Dold-Kan correspondence

The Dold-Kan correspondence says essentially that simplicial abelian groups and nonnegative chain complexes of abelian groups are equivalent objects. While this is a very natural statement, I am not aware of any serious applications of it. Does anyone know any?

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Dora
Dora
  • 129
  • 4

Applications of the Dold-Thom correspondence

The Dold-Thom correspondence says essentially that simplicial abelian groups and nonnegative chain complexes of abelian groups are equivalent objects. While this is a very natural statement, I am not aware of any serious applications of it. Does anyone know any?