Tootfinder

Y tiene mšs que perder EEUU que China
@… https://mastodon.world/@huffpost_es/114318470476371344

Surgeons Awareness, Expectations, and Involvement with Artificial Intelligence: a Survey Pre and Post the GPT Era
Lorenzo Arboit, Dennis N. Schneider, Toby Collins, Daniel A. Hashimoto, Silvana Perretta, Bernard Dallemagne, Jacques Marescaux, EAES Working Group, Nicolas Padoy, Pietro Mascagni
https://arxiv.org/abs/2506.08258

Surgeons Awareness, Expectations, and Involvement with Artificial Intelligence: a Survey Pre and Post the GPT Era
Artificial Intelligence (AI) is transforming medicine, with generative AI models like ChatGPT reshaping perceptions of its potential. This study examines surgeons' awareness, expectations, and involvement with AI in surgery through comparative surveys conducted in 2021 and 2024. Two cross-sectional surveys were distributed globally in 2021 and 2024, the first before an IRCAD webinar and the second during the annual EAES meeting. The surveys assessed demographics, AI awareness, expectations, inv…

Teaching Physical Awareness to LLMs through Sounds
Weiguo Wang, Andy Nie, Wenrui Zhou, Yi Kai, Chengchen Hu
https://arxiv.org/abs/2506.08524 https://

Teaching Physical Awareness to LLMs through Sounds
Large Language Models (LLMs) have shown remarkable capabilities in text and multimodal processing, yet they fundamentally lack physical awareness--understanding of real-world physical phenomena. In this work, we present ACORN, a framework that teaches LLMs physical awareness through sound, focusing on fundamental physical phenomena like the Doppler effect, multipath effect, and spatial relationships. To overcome data scarcity, ACORN introduce a physics-based simulator combining real-world sound…

A decomposition of Grassmannian associated with a hyperplane arrangement
Houshan Fu, Weikang Liang, Suijie Wang
https://arxiv.org/abs/2506.08539 https://…

A decomposition of Grassmannian associated with a hyperplane arrangement
The Grassmannian, which is the manifold of all $k$-dimensional subspaces in the Euclidean space $\mathbb{R}^n$, was decomposed through three equivalent methods connecting combinatorial geometries, Schubert cells and convex polyhedra by Gelfand, Goresky, MacPherson and Serganova. Recently, Liang, Wang and Zhao discovered a novel decomposition of the Grassmannian via an essential hyperplane arrangement, which generalizes the first two methods. However, their work was confined to essential hyperpl…

🔐 Cybersecurity doesn’t have to be scary.
Join us for a webinar for the international #research & #education (R&E) community, featuring internationally recognised cybersecurity expert Brian Honan.
In this session, Brian will challenge fear-based awareness models and explore how empo…

Webinar for the security awareness community – Beyond Fear: rethinking cybersecurity awareness – 22 May 2025 | GÉANT CONNECT Online
We are delighted to announce that registrations are now open for the next cybersecurity awareness webinar for the international R&E community. Join us online on 22 May 2025 at 15:00 CEST for an eye-opening session with internationally recognised cybersecurity expert Brian Honan. Title: Beyond Fear - Rethinking cybersecurity awareness Cybersecurity doesn’t have to be scary.

@… ArmsRaisedAsciiCharacterFactory

Perustuloverkosto Suomi Areenassa 27.6.2025 #politiikka

Perustuloverkosto Suomi Areenassa 27.6.2025
Into – etsivä nuorisotyö ja työpajatoiminta ry, JCI Finland - Suomen Nuorkauppakamarit ry ja BIEN Finland - Suomen perustuloverkosto ry järjestävät paneelin Suomi Areenassa 27.6.2025 kello 12:00-13:45. Paneelin otsikko on Lannistaminen ei ole nuoren elämän pakollinen piirre. Nähdään Porissa!https://www.suomiareena.fi/pori/ohjelma/e6b2f7c9376eefbb15ac1854dee36224713c5438f689f499f2688668f0b79856https://www.intory.fi/ajankohtaista/uutiset/suomiareenan-lavalla-lannistaminen-ei-ole-elam…

Uff. #Steuererklärung geschafft. Diesmal ging es mit #Elster online recht flott. Automatischer Datenabruf und Datenübernahme aus dem Vorjahr. Hoffentlich passt alles.
Wer hat schon abgegeben?

Brian Wilson, who died Wednesday at 82, was one of music’s true visionaries,
if that’s the right word for a guy who dealt in the endless possibility of sound.
As a composer of melodies, a constructor of textures, an arranger of vocal harmonies
— as someone who knew how to pull complicated elements together into songs that somehow felt inevitable
— he was up there with Phil Spector, George Martin and the Motown team of Holland-Dozier-Holland.

Brian Wilson's music epitomized the lore of Southern California
Wilson, who died Wednesday at 82, was one of music’s true visionaries, if that’s the right word for a guy who dealt in the endless possibility of sound.

Preorders on maximal chains: hyperplane arrangements, Cambrian lattices, and maximal green sequences
Mikhail Gorsky, Nicholas J. Williams
https://arxiv.org/abs/2506.08858

Preorders on maximal chains: hyperplane arrangements, Cambrian lattices, and maximal green sequences
We study preorders on (equivalence classes of) maximal chains in the general context of polygonal lattices endowed with suitably nice edge labellings. We show that, given a quotient of polygonal lattices, such edge labellings descend to the quotient, and that there is an induced order-preserving surjective map on the preordered sets of equivalence classes of maximal chains. Under a natural condition ensuring that the domain is a poset, the map is a contraction of preordered sets. We apply this …