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Miguel's user avatar
Miguel's user avatar
Miguel
  • Member for 12 years, 1 month
  • Last seen more than 11 years ago
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Bondal counter example to the Jordan-Holder property in derived categories
I already knew that papper, the thing is that there it explains what Bondal proved, but doesn't give a detailed proof nor a reference
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How do I know the derived category is NOT abelian?
Ok, thanks, but I assume that for the homotopy category you have to elaborate more the argument, because having nonzero cohomology only at degree zero doesn't mean that the complex is concentrated on degree zero...
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How do I know the derived category is NOT abelian?
I follow Greg's argument, but I don't understand why you reach a contradiction, since $\mathbb{Z}/p^2\mathbb{Z}$ is idecomposable in the category of abelian groups, but in the homotopy category it may not be...