@ring_buffer@mathstodon.xyz (@ring_buffer) 's Twitter Profile
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@ring_buffer

Tea, piano and math.

ID: 916149954644602882

calendar_today06-10-2017 03:55:45

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Sam Power (@sp_monte_carlo) 's Twitter Profile Photo

quite a neat result in this paper (core.ac.uk/download/pdf/1…, links to .pdf): if a probability measure is not log-concave, but is still derived from a strongly convex potential in a suitable way, then it still satisfies very nice functional inequalities.

quite a neat result in this paper (core.ac.uk/download/pdf/1…, links to .pdf): if a probability measure is not log-concave, but is still derived from a strongly convex potential in a suitable way, then it still satisfies very nice functional inequalities.
🥑 (@yujitach) 's Twitter Profile Photo

代数トポロジーの Matthew Ando さんのスライドで途中途中にまとめが(英語の)俳句で書いてあってびっくりしたことがあった。 E∞ haiku Cochain cup product Not quite commutative Steenrod operations とか。ファイルはこちらです: faculty.math.illinois.edu/~mando/papers/…

Algebraic Geometer (@barbarafantechi) 's Twitter Profile Photo

You have 280 characters and that’s all you find room for? How about revolutionised algebra, topology AND (accidentally) physics despite being a woman, Jewish, and Socialist?

Camellia Tea Ceremony (@camelliakyoto) 's Twitter Profile Photo

'May Sickness' (五月病 'gogatsu-byō') is a term for a seasonal disorder that strikes just as Golden Week comes to an end. After the flurry of changes that take place each April, it may seem like May should be smooth sailing, but returning to work/school after the break is tough.

'May Sickness' (五月病 'gogatsu-byō') is a term for a seasonal disorder that strikes just as Golden Week comes to an end.
After the flurry of changes that take place each April, it may seem like May should be smooth sailing, but returning to work/school after the break is tough.
Travor Liu (@travorlzh) 's Twitter Profile Photo

From 16 of May, 3 classmates at UCL and I launched a project focusing on the axiom of choice in set theory, and the following blog post is a detailed account of well-ordered sets, transfinite recursions, and the origin of the axiom of choice:travorlzh.github.io/2023/05/27/wel…

Nobutaka Shimizu (@knewknowl) 's Twitter Profile Photo

New joint work with Shuichi will appear in STOC24. eccc.weizmann.ac.il/report/2024/05… In the planted clique problem, given an Erdős-Rényi random graph with a k-clique planted randomly, we are asked to find a k-clique of it. (1/6)

Erica Klarreich (@ericaklarreich) 's Twitter Profile Photo

My latest for Quanta Magazine had its birth on this platform. If you haven't already tried your hand at Daniel Litt's probability puzzles, here is your chance! quantamagazine.org/perplexing-the…