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Dec
10
awarded  Caucus
Dec
2
comment Computing other valuations of a field
For numbers of your extra valuations in that special case; the principal ideal generated by $y^2=\prod_{i=1}^n(x-i)$, you can take a look at the exercise 3 of chapter 8 of the book 'algebraic geometry' of 'Daniel Bump'.
Dec
2
asked Applications of resolution of singularities
Nov
7
awarded  Yearling
Nov
7
revised Why this is equivalent to proper?
[Edit removed during grace period]
Nov
7
answered Why this is equivalent to proper?
Nov
7
answered Is open proper map surjective?
Sep
30
awarded  Explainer
Sep
23
revised A certain valuation of $k(X,Y)$ with value group $\mathbb{Z}+\mathbb{Z}\alpha$
added 109 characters in body
Sep
22
answered Understanding the solution of a riddle about lions and sheep.
Sep
21
awarded  Revival
Sep
21
answered units in discrete valuation rings
Sep
21
answered A certain valuation of $k(X,Y)$ with value group $\mathbb{Z}+\mathbb{Z}\alpha$
Sep
20
awarded  Custodian
Sep
20
reviewed Reviewed When $f(x) = g(y)$ for almost every $(x,y)$, must $f$ and $g$ be constant almost everywhere?
Sep
20
awarded  Custodian
Sep
20
comment Simple question about an exemple in covers
@daclaro Take care of your id information then you can log in again.
Sep
19
revised Prove that an element of the basis is an element of the Kernel after linear transformation
An extra 'and' was typed. And replacing 'prrof' with 'prove' in the question as I think the sentence there needs a verb not a noun.
Sep
19
suggested approved edit on Prove that an element of the basis is an element of the Kernel after linear transformation
Sep
19
comment Prove that an element of the basis is an element of the Kernel after linear transformation
@AmitaiYuval yes, I edited. Thanks.