Sam Raskin Solves 'Rosetta Stone' Problem
This is a news story, published by YaleNews, that relates primarily to Sam Raskin news.
Sam Raskin news
For more Sam Raskin news, you can click here:
more Sam Raskin newsphysics news
For more physics news, you can click here:
more physics newsYaleNews news
For more news from YaleNews, you can click here:
more news from YaleNewsAbout the Otherweb
Otherweb, Inc is a public benefit corporation, dedicated to improving the quality of news people consume. We are non-partisan, junk-free, and ad-free. We use artificial intelligence (AI) to remove junk from your news feed, and allow you to select the best science news, business news, entertainment news, and much more. If you like physics news, you might also like this article about
other mathematicians. We are dedicated to bringing you the highest-quality news, junk-free and ad-free, about your favorite topics. Please come every day to read the latest Geometric Langlands Conjecture news, mathematicians news, physics news, and other high-quality news about any topic that interests you. We are working hard to create the best news aggregator on the web, and to put you in control of your news feed - whether you choose to read the latest news through our website, our news app, or our daily newsletter - all free!
Langlands ConjecturesYaleNews
•A geometry masterpiece: Yale prof solves part of math’s ‘Rosetta Stone’
76% Informative
Yale prof Sam Raskin has solved a segment of the Langlands Conjectures , long considered a “Rosetta Stone’ of mathematics.
The proof is a sweeping, game-changing math proof that was decades in the making.
The geometric Langlands solution is one of the most fundamental problems in mathematics, in terms of its reach and value.
The same, unsolved behavior seen in prime numbers was also happening in geometry, in points on a curve.
By the 1990s , mathematicians Alexander Beilinson and Vladimir Drinfeld had zeroed in on an approach to proving geometric Langlands .
It would take more than 20 years for another group of mathematicians to prove it.
“We have the only theorem that works for all groups," Raskin said.
VR Score
87
Informative language
91
Neutral language
73
Article tone
informal
Language
English
Language complexity
53
Offensive language
not offensive
Hate speech
not hateful
Attention-grabbing headline
not detected
Known propaganda techniques
not detected
Time-value
long-living
External references
no external sources
Source diversity
no sources
Affiliate links
no affiliate links