"What’s missing is understanding, the currency that mathematicians trade in"
Is AI the End of Math As We Know It? | Quanta Magazine
https://www.quantamagazine.org/is-ai-the-end-of-math-as-we-know-it-20261005/

"What’s missing is understanding, the currency that mathematicians trade in"
Is AI the End of Math As We Know It? | Quanta Magazine
https://www.quantamagazine.org/is-ai-the-end-of-math-as-we-know-it-20261005/
#OpenAI just posted hundreds more results on major #math #problems
The new results are likely to expand AI #controversy roiling the #mathematics #community.
Read More: www.engadget.com/2279815/open...
#math problem from #doodling: the nonexistent triangle
#mathsky #iteachmath #maths #mathdoodles #mathart #maths
A limit can exist even when the function is undefined at that point. This Grade 12 guide explains why, with one-sided limits, a factoring example and a conjugate example. Save it for calculus revision.
Browse: links.matheaze.com/handoutlibrary #math
Yesterday we linked to a compendium of opinions on the future of math in the age of AI at Terry Tao's blog. Timothy Gowers was among the contributors of the compendium. 🧵1/2
#mathematics #math #artificialIntelligence #AI
Source: buff.ly/eoPuq66
Carnival of Maths 255
Source : The Aperiodical / Math Off The Grid / Benjamin Leis
Double Maths First Thing: Issue 6D
Source : The Aperiodical / Colin Beveridge
buff.ly/Q9VM0An
This our last unscheduled post on last night's "data dump" by OpenAI.
#mathematics #math #ArtificialIntelligence #AI
Source: buff.ly/oj8kxbY
Impossibility Proof for Instant 8-tuple Piston Extenders https://lobste.rs/s/r07fdn #video #reversing #math #games #formalmethods
Terry Tao "subtweets" (subtoots?) OpenAI
#mathematics #math #ArtificialIntelligence #AI
Source: buff.ly/LzkxB6E
😮This broke last night. We will follow up as reactions roll in.
#mathematics #math #ArtificialIntelligence #AI
Source: buff.ly/59Xxs85
"Cette tradition d'organisation des savoirs mathématiques est héritée des Grecs, en particulier des Éléments d'Euclide. Le but d'une définition est d'introduire un objet mathématique. Le but d'un théorème est d'énoncer [...]" – Yuri Manin (1937-)
#citation #mathématiques #maths #math
"This tradition of organizing mathematical knowledge is inherited from the Greeks, especially Euclid's Elements. The goal of a definition is to introduce a mathematical object. The goal of a theorem is to state some of its properties [...]" – Yuri Manin (1937-)
#quote #mathematics #maths #math