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1d
comment relatively compact family of analytic function
in the usual topology for $\mathbb C$
1d
asked relatively compact family of analytic function
2d
comment Prove that $\mathbb Q_p$ and $\mathbb Q_{p'}$ are not isomorphic
I have edited it now.
2d
revised Prove that $\mathbb Q_p$ and $\mathbb Q_{p'}$ are not isomorphic
added 55 characters in body
2d
asked Prove that $\mathbb Q_p$ and $\mathbb Q_{p'}$ are not isomorphic
Apr
13
awarded  Critic
Apr
5
awarded  Yearling
Apr
5
comment homeomorphism from $\mathbb R^2 \cup \infty$ to $S^2$
please edit this someone I am not able to do this.Thanks!
Apr
5
asked homeomorphism from $\mathbb R^2 \cup \infty$ to $S^2$
Apr
4
asked A problem about a sequence of polynomials
Mar
23
comment Separable field extensions
Please provide any hints.
Mar
23
revised Separable field extensions
edited title
Mar
20
accepted What is the largest order of any element in $U_{900}$?
Mar
20
asked Separable field extensions
Jun
12
awarded  Teacher
Apr
13
asked a matrix problem
Apr
13
comment An irreducible polynomial question
Is this logic correct?
Apr
13
comment An irreducible polynomial question
I think it is $\big| F\big| ^{n-1}$. So $\frac{\mathbb F[x]}{<f(x)>}$ is a finite extension of $\mathbb F$ and thus it is algebraic.
Apr
13
asked continuous map question
Apr
13
asked An irreducible polynomial question