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>> No.4792981 [View]
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4792981

In fact in Lang's Algebra it says: (E is the standard resolution of Z as in the wiki-article)
"Show that if <span class="math">H^Q(G,A)[/spoiler] denotes the q-th homology of the complex Hom(E,A), then <span class="math">H^0(G,A) = A^G[/spoiler] (this is the submodule of G-invariants). Thus the left derived functors of <span class="math">A \mapsto A^G[/spoiler] are the homology groups of the complex Hom(E,A)."

Could someone explain the "thus"-part to me?

>> No.1958717 [View]
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1958717

>>1958714
what on bro?
>>1958716
anti-sage

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