Abstract
We recover some data of a module from the Ext-family $\{\Ext^i_R(M,R)\}$. In this regard, we investigate homological subsets of $\Spec(R)$, defined by the help of Ext-family. We extend Grothendieck's calculation of $\dim(\Ext^g_R(M,R))$. Also, we compute support and the set of all associated prime ideals of the Ext-family in a serial of nontrivial cases.
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