Tootfinder

💥 Zelenskyy: Arms deal with Trump will change the course of the war!: https://benborges.xyz/2025/07/30/zelenskyy-arms-deal-with-trump.html

NATO Is one of the biggest armament pressure groups globally and in recent months, with Trump in power, it acts as high representative of the arms manufacturing interests, who see their enormous profits grow ".
"La OTAN es uno de los grupos de presión armamentísticos mšs grandes del mundo y en los últimos meses, con Trump en el poder, actúa como alto representante de los intereses de fabricantes de armas, que ven cómo crecen sus beneficios millonarios."

La OTAN, ese alto representante del lobby armamentístico
La guerra ilegal de Israel y EEUU contra Irán preparó el terreno para la Cumbre de la OTAN, en un momento en el que la Alianza actúa como uno de los mayores grupos de presión en favor de los intereses de fabricantes de armas

Le marchand d’armes, la fille du général et le fou du volant
https://www.lemonde.fr/m-le-mag/article/2025/06/28/le-marchand-d-armes-la-fille-du-general-et-le-fou-du-volant_6616224_4500055.html

Le marchand d’armes, la fille du général et le fou du volant
Akram Ojjeh a bâti sa fortune en étant l’intermédiaire des ventes d’armes françaises à l’Arabie saoudite, jusqu’à sa mort, en 1991. La bataille juridique que sa troisième épouse syrienne, Nahed Tlass-Ojjeh, et son fils, un collectionneur de voitures de luxe, livrent au reste de la famille pourrait être un banal conflit d’héritage. Mais ses ramifications touchent à des affaires d’Etat.

Q&A with SandboxAQ CEO Jack Hidary on the Alphabet spinoff's partnership with Aramco, how quantum AI can help turn captured CO2 into valuable products, and more (Divsha Bhat/Rest of World)
https://restofworld.org/2025/saudi-aramco-carbon-emissions…

Saudi Aramco wants a Google spinoff to turn its waste into wealth
The world’s biggest crude producer is partnering with SandboxAQ to turn captured carbon into profitable products.

Eye-tracking-Driven Shared Control for Robotic Arms:Wizard of Oz Studies to Assess Design Choices
Anke Fischer-Janzen, Thomas M. Wendt, Daniel G\"orlich, Kristof Van Laerhoven
https://arxiv.org/abs/2505.23147

Eye-tracking-Driven Shared Control for Robotic Arms:Wizard of Oz Studies to Assess Design Choices
Advances in eye-tracking control for assistive robotic arms provide intuitive interaction opportunities for people with physical disabilities. Shared control has gained interest in recent years by improving user satisfaction through partial automation of robot control. We present an eye-tracking-guided shared control design based on insights from state-of-the-art literature. A Wizard of Oz setup was used in which automation was simulated by an experimenter to evaluate the concept without requir…

Marked multi-colorings and marked chromatic polynomials of hypergraphs and subspace arrangements
Chaithra P, Shushma Rani, R. Venkatesh
https://arxiv.org/abs/2507.20847 https://…

Marked multi-colorings and marked chromatic polynomials of hypergraphs and subspace arrangements
We introduce the concepts of marked multi-colorings, marked chromatic polynomials, and marked (multivariate) independence series for hypergraphs. We show that the coefficients of the q-th power of the marked independence series of a hypergraph coincide with its marked chromatic polynomials in q, thereby generalizing a corresponding result for graphs established in Chaithra et al. 2025 (arXiv:2503.11230). These notions are then naturally extended to subspace arrangements. In particular, we prove…

Sweeping $x$-monotone pseudolines
Therese Biedl, Erin Chambers, Irina Kostitsyna, G\"unter Rote
https://arxiv.org/abs/2507.21322 https://arxiv.org/pdf…

Sweeping $x$-monotone pseudolines
We study the problem of sweeping a pseudoline arrangement with $n$ $x$-monotone curves with a rope (an $x$-monotone curve that connects the points at infinity). The rope can move by flipping over a face of the arrangement, replacing parts of it from the lower to the upper chain of the face. Counting as length of the rope the number of edges, what rope-length can be needed in such a sweep? We show that all such arrangements can be swept with rope-length at most $2n-2$, and for some arrangements …

🇺🇦 #NowPlaying on BBCRadio3's #NightTracks
Ichiko Aoba:
🎵 Luciferine
#IchikoAoba
https://open.spotify.com/track/5AroemJkKyu4Z88jK1BDhi

Hungarian Milspace Kft helping Russian arms manufacturers evade international sanctions (DOCUMENT): https://benborges.xyz/2025/07/30/hungarian-milspace-kft-helping-russian.html

Sources: Bank of England governor blocked a meeting arranged by UK Chancellor between regulators and Revolut to discuss Revolut's full banking authorization (Financial Times)
https://www.ft.com/content/6677d91a-ee1f-483b-b09d-5aada80f43cc