3,933 reputation
1635
bio website
location Besançon, France
age 34
visits member for 1 year, 9 months
seen 4 hours ago

I am a statistician at INSEE, the french national institute of statistics.

Mathematics is a hobby for me, and MSE helps me not to forget too much what I learned in university (MS in applied mathematics at Lyon 1). I like especially real and complex analysis, trigonometry, numerical analysis, finite groups theory, number theory and combinatorics. I am not allergic to other fields.


Dec
9
suggested suggested edit on Describe explicitly the bijection between $2^\Bbb R$ and $\Bbb N^\Bbb R$
Dec
9
suggested suggested edit on Describe explicitly the bijection between $2^\Bbb R$ and $\Bbb N^\Bbb R$
Dec
9
suggested suggested edit on Continuous map $f : \mathbb{R}^2\rightarrow \mathbb{R}$
Dec
9
suggested suggested edit on how to execute ratio test for the following
Dec
9
suggested suggested edit on Complex analysis - Möbius transformation
Dec
7
suggested suggested edit on $a, b \in N$, $A=\sqrt{a^2+2b+1}+\sqrt{b^2+2a+1}\in \Bbb N $, to show that $a = b$.
Dec
6
suggested suggested edit on Determinant Algebra computing
Dec
6
suggested suggested edit on .cauchy integral formula.
Dec
5
suggested suggested edit on Analytical evaluation of the following integral
Dec
5
suggested suggested edit on Laguerre polynomials question
Dec
2
suggested suggested edit on What's the formula to solve summation of logarithms?
Nov
29
suggested suggested edit on A theorem of Tarski
Nov
29
suggested suggested edit on How to find this limit:
Nov
29
suggested suggested edit on Complex functions. Find the region of the plane
Nov
29
suggested suggested edit on Complex functions. Find the region of the plane
Nov
28
suggested suggested edit on Negation of Bayes' theorem.
Nov
28
suggested suggested edit on $a,b\in\mathbb{R}\ni a<b<{1\over a}$ and $x=(a+{1\over a})-(b+{1\over b})$
Nov
28
suggested suggested edit on About a domain of random variable $S_n=X_1+X_2+…+X_n$
Nov
28
suggested suggested edit on Laplace transformation of $\frac{\cos x}{x}$
Nov
27
suggested suggested edit on Show that $ \sum_{n=2}^m {\vphantom{+1}n \choose 2} = {m+1 \choose 3}$