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user521337
  • Member for 4 years, 8 months
  • Last seen more than 1 year ago
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All Questions Answers
Score Newest
question
22
Does every positive continuous function have a non-negative interpolating polynomial of every degree?
Oct 24, 2018
question
17
On a special type of normed linear spaces
Aug 18, 2018
question
8
On the existence of a particular type of finite measure on $\mathbb N$
Dec 22, 2018
question
7
What's so special about the Orthonormal base $\{e_n\}$ of $L^2[0,1]$, where $e_n(x)=e^{2\pi i nx }$?
Dec 16, 2018
question
6
Given any sequence of interpolating nodes, can we find a continuous function $f$ whose interpolating polynomials doesn't converge to $f$ point-wise
Sep 14, 2018
question
5
On existence of finitely generated projective generator with commutative endomorphism ring in ${}_R Mod$
Jan 1, 2019
question
5
A question on dominant morphism of affine schemes
Jan 1, 2019
question
4
For every prime ideal $P$ of any Cohen-Macaulay ring $R$, is the sequence $\operatorname{depth}(R/P^n)$ eventually constant?
Aug 30, 2018
question
4
Find $p$ s.t. there is a sequence of nodes in $[0,1]$ s.t. sequence of interpolating polynomials of every continuous function converges in $p$-norm
Sep 17, 2018
question
4
On the linear factors of a polynomial obtained from the determinant of a matrix whose entries are related to Binomial expansion
Sep 23, 2018
Top network posts
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33
Existence of topological space which has no "square-root" but whose "cube" has a "square-root"
22
On automorphisms of groups which extend as automorphisms to every larger group
9
Ideal in polynomial ring which contains no non-zero prime ideal
8
Zariski topology and product topology on $\mathbb A_k^m \times \mathbb A_k^n$
8
uniformly continuous function $f$ such that $\sum 1/f(n)$ is convergent?

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