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M.S.'s user avatar
M.S.'s user avatar
M.S.
  • Member for 9 years
  • Last seen more than 7 years ago
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Top posts
question
9
Asymptotic behavior of Sturm-Liouville eigenvalues
Feb 24, 2016
question
7
Precise relationship between "finite" Fourier analysis and Galois theory in solving the cubic?
Dec 7, 2015
question
5
Milnor-Stasheff Characteristic Classes Problem 7B, Borel 1953
Feb 5, 2016
question
4
Isomorphism classes of differential rank $k$ vectors bundles over $S^q$ [closed]
Mar 10, 2016
question
3
A very general complex torus is simple
Jun 23, 2016
question
2
Continuous inclusions Sobolev theorem, question [closed]
Feb 22, 2016
question
2
Simplicity of eigenvalues
Feb 26, 2016
question
2
Probability Brownian motion lies between $2$ functions
Jun 6, 2016
question
1
Prime ideal ramified in extension if and only if certain polynomial divides another one?
Mar 29, 2016
question
0
General classification of degree $d$ homogeneous polynomials in $\mathbb{P}^2(\text{finite field})$?
Jun 13, 2016
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18
$x_1 = 2$, $x_{n + 1} = {{x_n(x_n + 1)}\over2}$, what can we say about $x_n \text{ mod }2$?
14
Smooth manifold $M$ is completely determined by the ring $F$.
13
Does there exist $f \in L^1(\mathbb{R})$ where $\lim_{r \to 0} {1\over{r}} \int_{x-r}^{x+r} f(y)\,dy = \infty$?
11
$\{f_n\}$ is uniformly integrable if and only if $\sup_n \int |f_n|\,d\mu < \infty$ and $\{f_n\}$ is uniformly absolutely continuous?
10
$f_n \in C([0, 1])$, does there exist $(a, b)$, $p \in \mathbb{N}$ where $\sup_\limits{x \in (a, b)} |f(x) - f_n(x)| < \epsilon$ for $n > p$?