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Alex
  • Member for 2 years, 2 months
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 Critic
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 Yearling
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On analytic transcendence degree and Krull dimension for homomorphic images of power series rings
thanks ... so this is like a power series version of Noether normalization, right? can you please mention where in Narasimhan's book this is mentioned?
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Transcendence degree and Krull dimension for homomorphic images of power series rings
Thanks ... I think the correct analogue should be mathoverflow.net/questions/475371/… ?
asked
On analytic transcendence degree and Krull dimension for homomorphic images of power series rings
accepted
Transcendence degree and Krull dimension for homomorphic images of power series rings
accepted
Example of non injective module over Noetherian local ring with trivial vanishing against residue field?
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Transcendence degree and Krull dimension for homomorphic images of power series rings
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Example of non injective module over Noetherian local ring with trivial vanishing against residue field?
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Minimal injective resolution and change of rings
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Localization of quasi-excellent rings are quasi-excellent?
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Localization of quasi-excellent rings are quasi-excellent?
Thanks Takumi ... I'm guessing that what Nagata calls "formation of rings of quotients " is just arbitrary localization in our modern terminology?
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Localization of quasi-excellent rings are quasi-excellent?
@R.vanDobbendeBruyn: I see ... do you happen to know what happens to localization of $J$-$2$ rings? They still remain $J$-$2$ then?
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Localization of quasi-excellent rings are quasi-excellent?
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Localization of totally acyclic complex or projective modules remain totally acyclic?
awarded
 Disciplined
revised
Sum of Betti numbers and certain short exact sequence of modules of finite length over regular local ring
edited title
asked
Sum of Betti numbers and certain short exact sequence of modules of finite length over regular local ring
asked
contravariant finiteness and limit closure: is there dual to a result of Crawley-Boevey?
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Thick subcategory containment in bounded derived category vs. singularity category
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