Published on: 2025-04-20 20:55:50
In 1934, David Hilbert, by then a grand old man of German mathematics, was dining with Bernhard Rust, the Nazi minister of education. Rust asked, “How is mathematics at Göttingen, now that it is free from the Jewish influence?” Hilbert replied, “There is no mathematics in Göttingen anymore.” “There is no mathematics in Göttingen anymore”: the German math giant David Hilbert. Visual: Shelby White and Leon Levy Archives Center, Institute for Advanced Study, Princeton, NJ, USA. Or so the story go
Keywords: göttingen institute mathematicians mathematics says
Find related items on AmazonPublished on: 2025-06-17 13:07:35
By Ralph Furman. HackerNews Discussion This January, I attended the Joint Mathematics Meeting (JMM), themed "We Decide Our Future: Mathematics in the Age of AI." It was a veritable buffet of talks and connections, and I found myself rushing across the convention hall to go between sessions in fields I'm close to (eg: modular forms), new areas I was delighted to dig into (eg: knowledge graphs), and the many talks on AI for math. Jointly organized by the American Mathematical Society (AMS) and t
Keywords: ai mathematical mathematicians mathematics research
Find related items on AmazonPublished on: 2025-06-21 10:42:24
Here you can find the “snapshots of modern mathematics from Oberwolfach”. Snapshots are short texts on aspects of modern mathematics written by researchers visiting the Mathematisches Forschungsinstitut Oberwolfach. They are edited for accessibility and understandability by a team of editors. We recommend advanced High School mathematics as prerequisite for reading a snapshot. The snapshot project is designed to promote the understanding and appreciation of modern mathematics and mathematical r
Keywords: mathematics modern oberwolfach project snapshots
Find related items on AmazonPublished on: 2025-07-12 13:34:34
An amateur’s outlook on computation and mathematics
Keywords: amateur computation mathematics outlook
Find related items on AmazonPublished on: 2025-07-11 01:24:49
Practical Foundations of Mathematics Paul Taylor Practical Foundations of Mathematics Practical Foundations of Mathematics I NTRODUCTION I F IRST O RDER R EASONING II T YPES AND I NDUCTION III P OSETS AND L ATTICES IV C ARTESIAN C LOSED C ATEGORIES V L IMITS AND C OLIMITS VI S TRUCTURAL R ECURSION VII A DJUNCTIONS VIII A LGEBRA WITH D EPENDENT T YPES IX T HE Q UANTIFIERS B IBLIOGRAPHY
Keywords: djunctions foundations mathematics practical ypes
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