Tootfinder

#BritneySpears: "I am for the #deathpenalty. Who commits terrible acts must get a fitting #punishment. That way he learns the lesson for the next time."
The closest I found as referenc…

Your open source needs docs - and to get you through this experience I have written a guide to creating minimal open source project documentation in a single afternoon. https://lornajane.net/posts/2025/just-enough-docs
Assemble the basics, immediately benefit your project, and also create a space for future documentation contributions to land!

🇺🇦 #NowPlaying on BBCRadio3's #ThroughTheNight
Chorus of Swiss Radio, Lugano, Giovanni Pierluigi da Palestrina, Lorenzo Ghielmi, Alberto Rasi & Diego Fasolis:
🎵 Sicut cervus - Like as the hart
#ChorusofSwissRadio
https://open.spotify.com/track/6xzg8scb8U1jkvDFWUscPU

A Minimal Substitution Basis for the Kalmar Elementary Functions
Mihai Prunescu, Lorenzo Sauras-Altuzarra, Joseph M. Shunia
https://arxiv.org/abs/2505.23787

A Minimal Substitution Basis for the Kalmar Elementary Functions
We show that the class of Kalmar elementary functions can be inductively generated from the addition, the integer remainder and the base-two exponentiation, hence improving previous results by Marchenkov and Mazzanti. In addition, we further prove that the substitution basis defined by these three operations is minimal.

The new documentary, “Lawrence Welk: A North Dakota Farm Boy”will premiere May 31 at the North Dakota Heritage Center on May 31.
"Born to German-Russian immigrant parents in Strasburg, ND, Lawrence Welk built a strong work ethic and love for music growing up on the family farmstead. After touring the Midwest in his 20s, he was scouted by ABC in 1955 to create the iconic "The Lawrence Welk Show,” "

Iran Builds Up Near Weapons-Grade Uranium Stockpile Despite Nuclear Talks (Laurence Norman/Wall Street Journal)
https://www.wsj.com/world/middle-east/iran-builds-up-near-weapons-grade-uranium-stockpile-despite-nuclear-talks-2f371dae?st=kYET6n&reflink=article_copyURL_share
http://www.memeorandum.com/250531/p27#a250531p27

Intellectually, I know that ChatGPT is mostly reflecting my own tone and attitude back at me, but that doesn't stop me from enjoying some of the quips I get!
(today: a code snippet and an invitation to return with questions or "mysterious filepath errors (we've all been there)" - yes little robot, we have!)

Active Gaussian Network Model: a non-equilibrium description of protein fluctuations and allosteric behavior
Giulio Costantini, Lorenzo Caprini, Umberto Marini Bettolo Marconi, Fabio Cecconi
https://arxiv.org/abs/2505.24855

Active Gaussian Network Model: a non-equilibrium description of protein fluctuations and allosteric behavior
Understanding the link between structure and function in proteins is fundamental in molecular biology and proteomics. A central question in this context is whether allostery - where the binding of a molecule at one site affects the activity of a distant site - emerges as a further manifestation of the intricate interplay between structure, function, and intrinsic dynamics. This study explores how allosteric regulation is modified when intrinsic protein dynamics operate under out-of-equilibrium …

The US Treasury sanctions Philippines-based Funnull Technology for allegedly facilitating "pig butchering" crypto scams that stole over $200M from US victims (Lorenzo Franceschi-Bicchierai/TechCrunch)
https://techcrunch.com/2025/05/29/us-g

US government sanctions tech company involved in cyber scams | TechCrunch
The Treasury said FUNNULL was involved in providing infrastructure for pig butchering crypto scams.

Finitely Summable $K$-homology, the Index Pairing, and Cantor Minimal Systems
Levi Lorenzo
https://arxiv.org/abs/2505.24135 https://a…

Finitely Summable $K$-homology, the Index Pairing, and Cantor Minimal Systems
We study index pairings for crossed-product $C^*$-algebras arising from minimal actions on the Cantor set. We utilize Putnam's orbit-breaking AF-subalgebras and embeddings to show we can compute any index pairing for Cantor minimal system crossed products using Connes' trace formulas. In the case of odometers, we show that the associated algebras have uniformly finitely summable $K$-homology.