Davide Giraudo

Member for 12 years, 7 months
Last seen this week

irma.math.unistra.fr/~giraudo/…
Strasbourg, France

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170,192

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convex-analysis

99/100 score

22/20 answers

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69

254

395

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61/150

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Answers

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Score Activity Newest

246

Compute $\int \frac{\sin(x)}{\sin(x)+\cos(x)}\mathrm dx$

Aug 9, 2012

206

Limit of $L^p$ norm

Nov 22, 2012

84

Monotone Convergence Theorem for non-negative decreasing sequence of measurable functions

Mar 24, 2012

79

Proof of Frullani's theorem

Sep 4, 2011

76

Is there a bijective map from $(0,1)$ to $\mathbb{R}$?

Sep 21, 2012

Questions

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Score Activity Newest Views

66

Approximating a $\sigma$-algebra by a generating algebra

Nov 4, 2012

61

"It looks straightforward, but actually it isn't"

Jun 9, 2013

35

"Too simple to be true"

Dec 27, 2012

25

Collection of standard facts about convergence of random variables

Jun 17, 2018

19

Closure of the invertible operators on a Banach space

Dec 16, 2011

Tags

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real-analysis

3,212

Score

951

posts

measure-theory

2,811

Score

1,004

posts

probability-theory

2,480

Score

1,331

posts

functional-analysis

2,401

Score

757

posts

convergence-divergence

1,425

Score

583

posts

Reputation

+30

Conditional Probability and Borel-Cantelli theorems

+10

If $\{f_n\}$ is uniformly integrable, then there's a subsequence $(f_{k_n})$ of $(f_n)$ such that $\big(\int _Ef_{k_n}d\mu \big)$ is a Cauchy sequence

+10

Derivative of convolution

+10

Understanding the assumptions in the Reverse Fatou's Lemma

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convergence-divergence

Dec 6, 2019
probability-theory

Dec 16, 2016
measure-theory

Jan 27, 2014

254

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weak-convergence

Feb 23, 2022
lebesgue-integral

Apr 22, 2021
lp-spaces

Mar 20, 2017

395

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law-of-large-numbers

Jun 1, 2022
central-limit-theorem

Apr 30, 2021
probability-limit-theorems

Nov 20, 2020

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