or he just peaked early. there's no way to know that he would have had any more insights, as well as no way of knowing if he wouldn't. he didn't, and that's all we have.
Einstein gave us GR, yet lived a long life to be known for something he did in his much younger days.
While I agree with the Einstein argument, odds are that a talented young scientist, given enough years to live, has some good chances to find more than his early carrier findings. At least his odds are better than if he dies young...
Recently finished his FMT book. I thought he did a great job of showing the process of discovery in an accessible way, as well as all the interesting (and historical) characters who contributed.
Yeah, I have to say that book, and the Galois history in particular had a big impact in my life. I still get the chills thinking of him writing frenetically on his last night.
Also I want to recommend Uncle Petros and Goldbach's Conjecture, another one of my favorite books.
The person who invented the math we use every day in aes-gcm died in a duel and participated in the french revolution. That's pretty wild.
I had an unpopular comment about not using your age to prop up your work (17 or 70, who cares) from what I can tell you were not considered a child prodigy or abnormally accomplished even back in the day for doing things in late teens and early twenties. Alexander the great did most of his conquering by 25. The concept if a teenager is very modern. After like 13 you were a man/woman as much as any other.
Galois didn't take part in the French revolution, he was born well after. On the other hand it is true that there was a lot of turmoil in French politics during his time, and that he was pretty radicalized himself.
> Galois didn't take part in the French revolution, he was born well after.
He was involved in the July revolution of 1830, which overthrew Charles X and put Louis-Philippe on the throne (though Galois was a republican, and he did not do much). So he was part of a French Revolution, just not that of 1789.
What's the licensing status for this data? Not sure if you're aware of this, but Wikipedia is working on pretty-printing encyclopedic English text (or natural language text more generally) starting from a language-independent, semantic ("frame" based) compositional representation, and Universal Dependencies is expected to be an important part of the solution. See e.g. https://meta.wikimedia.org/wiki/Abstract_Wikipedia/Updates/2... . It would be especially compelling from this POV to have UD parses of short snippets of public domain text, e.g. famous historical quotations, known idioms, proverbs etc. These parses could then be added directly to Wikidata's lexicographical ("lexeme") data set.
I didn't know about that project, that's really cool! I'd be curious to know whether the person who devised this scheme was aware of structured meaning representations (UCCA, AMR, ...), and if so, why they chose to create a new meaning representation. Maybe the goals of the project and/or the constraints of Wikidata necessitated this.
Anyway, GUM (and its sister corpus EWT) does have a lot of parsed permissively-licensed text, so whoever's in charge should definitely consider using them. (Amir, the maintainer, is also super friendly and would respond to an email.)
And yeah, you could consider UMR an improved version of AMR. AMR is often lampooned with the false name "American Meaning Representation", referring to its unapologetic focus on English only. UMR tries to undo this sin and has a lot of the same people behind it, as well as some new features such as document-level context.
It's been a while since I worked with any of them so it'd take some review form me to even write a blurb confidently. Sorry! On your latter point though, NLG from AMR is a topic that's been studied since its inception. See the AMR bibliography[1] and CTRL+F "generat".
Was Galois killed by a group in a field? And who was the ringleader?
Just said in fun, as wordplay. See below.
A pity he was killed. Who knows what other mathematical discoveries he might have made.
I studied group theory in school.It included groups, rings and fields. I liked the subject. It was fairly easy, and fun. Properties of addition of integers like commutativity and associativity descend from group theory, because integers form a group, IIRC. My math is rusty, so correct me, anyone.
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[ 0.28 ms ] story [ 87.9 ms ] threadEinstein gave us GR, yet lived a long life to be known for something he did in his much younger days.
I highly recommend the whole book as well, as well as his "Code Book".
Also I want to recommend Uncle Petros and Goldbach's Conjecture, another one of my favorite books.
I had an unpopular comment about not using your age to prop up your work (17 or 70, who cares) from what I can tell you were not considered a child prodigy or abnormally accomplished even back in the day for doing things in late teens and early twenties. Alexander the great did most of his conquering by 25. The concept if a teenager is very modern. After like 13 you were a man/woman as much as any other.
He was involved in the July revolution of 1830, which overthrew Charles X and put Louis-Philippe on the throne (though Galois was a republican, and he did not do much). So he was part of a French Revolution, just not that of 1789.
https://galois.com/
I didn't know about that project, that's really cool! I'd be curious to know whether the person who devised this scheme was aware of structured meaning representations (UCCA, AMR, ...), and if so, why they chose to create a new meaning representation. Maybe the goals of the project and/or the constraints of Wikidata necessitated this.
Anyway, GUM (and its sister corpus EWT) does have a lot of parsed permissively-licensed text, so whoever's in charge should definitely consider using them. (Amir, the maintainer, is also super friendly and would respond to an email.)
Are descriptions for these available anywhere? (The articles on https://en.wikipedia.org/wiki/Universal_Conceptual_Cognitive... and https://en.wikipedia.org/wiki/Abstract_Meaning_Representatio... are not very helpful.) I did find an interesting description of UMR https://github.com/umr4nlp/umr-guidelines/blob/master/guidel... , which looks like it might be intended as a generalization of AMR and quite in line w/ what the project is looking for.
UCCA: https://aclanthology.org/P13-1023.pdf
And yeah, you could consider UMR an improved version of AMR. AMR is often lampooned with the false name "American Meaning Representation", referring to its unapologetic focus on English only. UMR tries to undo this sin and has a lot of the same people behind it, as well as some new features such as document-level context.
[1]: https://nert-nlp.github.io/AMR-Bibliography/
Just said in fun, as wordplay. See below.
A pity he was killed. Who knows what other mathematical discoveries he might have made.
I studied group theory in school.It included groups, rings and fields. I liked the subject. It was fairly easy, and fun. Properties of addition of integers like commutativity and associativity descend from group theory, because integers form a group, IIRC. My math is rusty, so correct me, anyone.