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M.S. Student at Universidad Complutense, Madrid.

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15 Answers

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6	Funny identities
3	A continuous function from $\mathbb{R}$ to $\mathbb{R}$ that has fixed points at $kn^2$ where $n$ is prime and $k$ is integer
3	Math not based on the 1 value
3	Give a geometric description of the following set
2	An application of Rouche's theorem involving $e^z$

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350 Reputation

+45	A continuous function from $\mathbb{R}$ to $\mathbb{R}$ that has fixed points at $kn^2$ where $n$ is prime and $k$ is integer
+25	Prove that quotient space is homeomorphic to certain space
-2	Inequality regarding norms and weak-star convergence
+10	The dimension of linear map

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3 Questions

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8	Successful approaches to the modelization of ''randomness''
0	Let $f: \mathbb{R}^n \rightarrow \mathbb{R}^m$ be differentiable a.e. Is $x \rightarrow Df(x)$ a Borel measurable function?
-1	The facts about $\varphi$ [closed]

26 Tags

4 functions × 2	3 discrete-mathematics
3 real-analysis × 3	2 functional-analysis × 3
3 manifolds × 2	2 homework × 2
3 complex-numbers	2 differential-forms
3 fixed-point-theorems	2 complex-analysis

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