Tootfinder

Israel strikes state-run Iranian TV during live broadcast while Trump issues warning to Tehran (Associated Press)
https://apnews.com/article/israel-iran-missile-attacks-nuclear-news-06-16-2025-c98074e62ce5afd4c3f6d33edaffa069
http://www.memeorandum.com/250616/p154#a250616p154

moviegalaxies: Moviegalaxies, movies 410-466 (2018)
Social graphs for over 700 movies from the moviegalaxies.com website. Each node represents a character in a movie and each edge is a same-scene appearance between two characters in that movie. The weight gives the number of same-scene appearances. Networks are extracted from movie scripts automatically.
This network has 35 nodes and 89 edges.
Tags: Social, Fictional, Weighted

From Brittle to Ductile and Back: Reentrant Fracture Transition in Disordered Two-Phase Solids
Subrat Senapati, Anuradha Banerjee, R Rajesh
https://arxiv.org/abs/2506.13433

From Brittle to Ductile and Back: Reentrant Fracture Transition in Disordered Two-Phase Solids
Fracture processes in multi-phase solids are inherently complex due to multiple competing mechanisms. Here, we investigate the elastic and fracture behaviour of two-phase solids, comprising a fragile phase and a tough phase using a disordered spring network model. The macroscopic response is found to depend on the failure strain mismatch, the elastic modulus ratio, as well as the relative composition of the constituent phases. As the proportion of the tough phase increases, the system undergoes…

On relative cuspidality
Nadir Matringe
https://arxiv.org/abs/2506.08393 https://arxiv.org/pdf/2506.08393

On relative cuspidality
Let $(\mathbb{G},\mathbb{H})$ be a symmetric pair of reductive groups over a $p$-adic field with $p\neq 2$, attached to the involution $θ$. Under the assumption that there exists a maximally $θ$-split torus in $\mathbb{G}$, which is anisotropic modulo its intersection with the split component of $\mathbb{G}$, we extend Beuzart-Plessis' proof of existence of cuspidal representations, and prove that $\mathbb{G}(F)$ admits strongly relatively cuspidal representations. This confirms expectations …

This https://arxiv.org/abs/2410.02734 has been replaced.
initial toot: https://mastoxiv.page/@arXiv_mat…

Computations directly on the cuspidal cohomology of congruence subgroups of $\mathrm{SL}(3, \mathbb{Z})$
In their 1984 work, Ash, Grayson, and Green compute the action of Hecke operators on a certain subspace of the cohomology of low-level congruence subgroups of $\mathsf{SL}(3, \mathbb{Z})$. This subspace contains the cuspidal cohomology, which is of primary interest. We extend their work, introducing a method that allows for computing the action of Hecke operators directly on the cuspidal cohomology. Using this method, we obtain data for prime level less than 2400, finding six additional levels …

For all the German speakers in my network: this wonderful and entertaining podcast by ZEIT Wissen takes my research on workplace environments and makes it personal by walking through their own offices, assessing them and checking in with staff on how they feel
The big question: which office form is best? Single offices, shared or open-plan? Assigned desks or activity based working?
Must listen! 👏🏻

Einzelbüro, Großraum, Zuhause? Wo der Mensch am besten arbeitet
ZEIT WISSEN. Woher weißt Du das? · Episode

Die ePetition 179398 an den Bundestag aus dem Bereich Bundesverfassungsgerichtsgesetz mit dem Titel
Reform des Bundesverfassungsgerichts
kann bis zum Mittwoch 16. Juli 2025 01:00 UTC mitgezeichnet werden und lautet
Mit der Petition wird eine Reform des Bundesverfassungsgerichts gefordert. Das Bundesverfassungsgericht sollte nicht nur angerufen werden können, sondern sollte auch proaktiv auf Verstöße reagieren können. Als Richter sollten nur Juristen eingesetzt werden, die k…

Undercover agent

Terrific response from BBC's Ros Atkins ‪@rosatkins.bsky.social €to Trump administration's unfounded criticisms of BBC coverage of Gaza. The piece of paper held up by press sec was a tweet from student activist -pathetic.
https://www.bbc.co.uk/news/videos/c9wgq9vv51do…

Ros Atkins on... The White House claims on BBC Gaza coverage
On Tuesday White House Press Secretary Karoline Leavitt launched an attack on the BBC's coverage of reports that Israeli forces had killed Palestinians near an aid distribution centre in Gaza. She claimed that the BBC took down a story after reviewing footage. The BBC has said the claim is completely wrong and that it stands by its journalism. Ros Atkins from BBC Verify takes a look at the facts.

🇺🇦 #NowPlaying on #BBC6Music's #CraigCharles
Yello:
🎵 I Love You
#Yello
https://djhidden.bandcamp.com/track/dj-hidden-a-slice-of-yello-i-love-you-dj-hidden-bootleg-remix
https://open.spotify.com/track/7gGXuZOcxc3ghyCiFb6DJv