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awarded  Tumbleweed
Apr
29
revised Regarding a proof in Tu's 'Introduction to manifolds'
edited title
Apr
29
asked Regarding a proof in Tu's 'Introduction to manifolds'
Apr
28
answered Prove: If $[T]$ is nilpotent of degree $k$, a $v$ exists such that $\{v,T(v),T^2(v),…,T^{k-1}(v)\}$ is linearly independent
Apr
27
asked Question regarding Geometric meaning of Noether normalization theorem for projective varieties
Apr
25
awarded  Promoter
Apr
21
asked Question regarding Geometric meaning of Noether normalization theorem for projective varieties
Apr
19
accepted Question regarding projective coordinate transformation
Apr
18
revised Question regarding projective coordinate transformation
deleted 189 characters in body; edited tags
Apr
18
revised Question regarding projective coordinate transformation
edited tags
Apr
18
asked Question regarding projective coordinate transformation
Apr
17
asked In a vector space every subspace of codimension $d$ is the zero set of $d$ linear functionals
Apr
17
comment Prove that over an infinite field, a finite set of points in $\mathbb{ A}^n$ can be obtained as vanishing set of n polynomials
@DietrichBurde: What I meant to say was that the number of polynomials is the same as the dimension of the affine n-space. I have edited my question a little to make it clearer.
Apr
17
revised Prove that over an infinite field, a finite set of points in $\mathbb{ A}^n$ can be obtained as vanishing set of n polynomials
added 10 characters in body
Apr
17
asked Prove that over an infinite field, a finite set of points in $\mathbb{ A}^n$ can be obtained as vanishing set of n polynomials
Aug
23
asked A problem regarding field theory
Aug
6
comment A problem regarding meromorphic functions
Thank you Sir, for the detailed explanation.
Aug
6
accepted A problem regarding meromorphic functions
Aug
5
comment A problem regarding meromorphic functions
@DanielFischer:I still can't get it. Can you kindly explain more, maybe in the form of an answer? I think I have some doubts which will be cleared by understanding the solution.
Aug
5
asked A problem regarding meromorphic functions