Michel Talagrand wins Abel Prize for work wrangling randomness
quantamagazine.org
quantamagazine.org
Reading his papers, he manages to connect basic geometric ideas (like the notion of "isoperimetry", i.e., enclosing the maximum volume within a given perimeter) to probabilistic notions like convergence of averages. It links together stuff you learn in information theory (the probability mass of the "typical set"), and in machine learning (deviations of an training-set error rate from a true error rate), and in probability theory (empirical processes).
His papers typically had an introduction that related the main theorem to some of these basic geometric notions. The introduction would reveal a whole new, very intuitive and geometric connection between a very abstract theorem to basic geometry, like the volume of a spherical shell. It would routinely blow my mind.
> “I’m not able to learn mathematics easily,” Talagrand tells ... “I have to work. It takes a very long time and I have a terrible memory. I forget things. So I try to work, despite handicaps, and the way I worked was trying to understand really well the simple things. Really, really well, in complete detail. And that turned out to be a successful approach.”
Just imagine. You may be super smart who gets things easily and right away. Or, you may be average. Using this philosophy in life, one can excel further.
(1) https://www.cs.purdue.edu/homes/hmaji/teaching/Spring%202018...
http://doc.9gridchan.info/blog/181230.ncubic.routing http://doc.9gridchan.info/blog/190104.ncubic.algorithms
Fromm mycrovtif (RIP), a guy from the plan9/9front community.
Was that after sampling 1/e prospects?
(The "marriage problem" is applied statistics on when it's optimal to stop searching for something https://en.wikipedia.org/wiki/Secretary_problem )
Talagrands' results seem to generalize those, but I haven't had the chance to see them in the wild (yet).
The taxi drivers in France are cut from different cloth!
Hallucinated or not I found a better starting point on [3], a Reddit post of 2 years ago with a comment saying:
"Even professional mathematicians are barely qualified to choose the best mathematician in their narrow field of expertise, let alone in general…
(Before I left math, the most difficult work I encountered was by Michel Talagrand.)" [4] and last, but would be first indeed his own web page [5]. He even gives prizes ala Knuth for solving specific math problems.
Last, really few mentions in *stackexchange.com and Reddit.
[1] https://fr.wikipedia.org/wiki/Michel_Talagrand
[2] https://en.wikipedia.org/wiki/Michel_Talagrand
[3] https://chat.openai.com/share/39374448-da85-4897-977a-aaa37e...
[4] https://www.reddit.com/r/math/comments/s81ysm/who_would_you_...
[5] https://michel.talagrand.net/
[6] https://www.google.com/search?q=Michel+Talagrand+site%3Astac... and https://www.google.com/search?q=Michel+Talagrand+site%3Aredd...
At that point, I decided to go into data science instead of trying to get a post doc…
Wikipedia is an encyclopedia, they intentionally only cover topics retroactively, and preferably after the dust has settled. They're intentionally not intending to be many things, including a source of up to date news: https://en.wikipedia.org/wiki/Wikipedia:What_Wikipedia_is_no...
Wikipedia, as an example, has the opportunity to add layers (not many) of content in the quest of helping (not solving) this focus problem. As you said Wikipedia does not currently has this purpose, but this does not mean that they cannot carry the lit torch and pay attention to the focus economy (wordplay just by chance).
It is also important to highlight that Wikipedia has many externalities, it is not just them. For example, Wikipedia results are generally the first that cames up in a search engine and their content is much used in machine learning. In this context, the problem of focus is not just about Wikipedia itself but the "focus graph" that has Wikipedia as one of the top releveant nodes.
I will try to restate this, for the sake of an interesting discussion, in a completely different direction but using Wikipedia as an example: in software engineering we create different kind of tests for our software systems, I think Wikipedia should add "unit tests" and other tests to augment, fix, and link their current content.
Wikipedia is probably the single most successful human knowledge project of the last 100 years. It sounds crazy saying that out loud! Maybe it's not true! But that it's even a colorable argument speaks to how little software engineers have to contribute to its fundamental direction. It's not about us.
Personally I don't care about AI, but there would be no AI without Wikipedia.
The innovation dilemma is always present, even for NGOs.
Also, one criteria which Wikipedia must, by necessity, use, is “published articles in other media about the subject”. If other media are, in general, biased, this would lead to a dearth of articles in other media, which in turn would lead to Wikipedia rejecting new WP articles.
Wikipedia editors are not out there to suppress women— The fact that this de facto happens is more likely a reflection of systemic social issues.
> is more likely a reflection of systemic social issues.
contradicts
> Wikipedia editors are not out there to suppress women
> If you are desperate to get my books and your library can't afford them, try to type the words "library genesis" in a search engine. I disagree with piracy, but this site saved me many trips to the library, which unfortunately does not carry electronic versions of older books.
I also wish there was a mechanism to prune certain Wikipedia pages that carry way too much detail, given the notability of their subject.