Tootfinder

Amazon says it will cut ~14,000 jobs across its corporate workforce, after cutting 27,000 from 2022 to 2023; the company employed 1.55M people globally in June (Spencer Soper/Bloomberg)
https://www.bloomberg.com/news/articles/2025-…

fly_larva: Drosophila larva brain (2023)
A complete synaptic map of the brain connectome of the larva of the fruit fly Drosophila melanogaster. Nodes are neurons, and edges are synaptic connections, traced individually from brain image sections using three-dimensional electron microscopy–based reconstruction. Node metadata include the neuron hempisphere, hemispherical homologue, cell type, annotations, and inferred cluster. Edge metadata include the type of interaction (`'aa'`,…

Familiar faces in strange places as Cowboys face Packers https://insidethestar.com/familiar-faces-in-strange-places-as-cowboys-face-packers

A judge in Michigan dismissed the felony charges against a slate of electors who falsely signed on to documents claiming Donald Trump won the 2020 election
in the latest blow to efforts to hold the president and his allies accountable for attempting to overturn the results of the White House race he lost to Joe Biden.
Sixteen people were initially charged with eight felonies each related to forgery and conspiracy by the Democratic attorney general, Dana Nessel, in 2023,
tho…

Quantitative stability for the conformally invariant Chang-Gui inequality on the exponentiation of functions on the sphere
Monideep Ghosh, Debabrata Karmakar
https://arxiv.org/abs/2508.19930

Quantitative stability for the conformally invariant Chang-Gui inequality on the exponentiation of functions on the sphere
In this work, we focus on a recent variant of the Trudinger-Moser-Onofri inequality introduced by S. Y. Alice Chang and Changfeng Gui \cite{CG-2023}: \begin{align*} α\int_{\mathbb{S}^2}|\nabla_{\mathbb{S}^2}u|^2 {\rm d}ω+2 \int_{\mathbb{S}^2} u {\rm d}ω-\frac{1}{2}\ln\left[\left(\int_{\mathbb{s}^2}e^{2u}{\rm d}ω\right)^2-\sum_{i=1}^3\left(\int_{\mathbb{s}^2}ω_i e^{2u}{\rm d} ω\right)^2\right] \geq 0 \end{align*} holds on $H^1(\mathbb{S}^2)$ if and only if $α\geq \frac{2}{3}$. I…

Cowboys Add WR From Practice Squad With CeeDee Lamb Out vs. Packers https://heavy.com/sports/nfl/dallas-cowboys/jalen-cropper-elevated-ceedee-lamb-out/?adt_ei=[email]

Chris Oliver-Taylor, “blithely ignored the risk that the ABC would be in contravention of the enterprise agreement and forged ahead with his decision to terminate”.
https://www.theguardian.com/media/2025/sep

ABC ordered to pay Antoinette Lattouf another $150,000 for unlawful termination over Gaza Instagram post
Dispute began when radio presenter’s on-air shifts were cut short in 2023

( \(2^{nd}\) announcement)
The #Springer Problem Book for the Indiana College Mathematics Competition (2001-2023) is now available in a (slightly less expensive) softcover format! This book, edited by me, J. Gash, R. Gillman, and @… , can be used by stu…

The Indiana College Mathematics Competition (2001⁠–2023)
This book gathers problems based on over twenty years of the Indiana College Mathematics Competition, a contest for teams of undergraduates.

Spotify geht den Netflix-Weg! 🎧 Nach der letzten Erhöhung im Oktober 2023 müsst ihr bald erneut tiefer in die Tasche greifen, wenn ihr weiterhin werbefrei Musik streamen wollt.
Zum Artikel: https://heise.de/-10530661

Alleged Scattered Spider member turns self in to Las Vegas police https://therecord.media/las-vegas-arrest-scattered-spider-suspect-turns-self-in

Numerical analysis of the large deviation regime of a kinetic equation with a nonlocal Hamilton-Jacobi limit
H\'el\`ene Hivert, Tino Laidin
https://arxiv.org/abs/2509.10323 …

Numerical analysis of the large deviation regime of a kinetic equation with a nonlocal Hamilton-Jacobi limit
We develop and study an asymptotic-preserving (AP) numerical scheme for a linear kinetic equation in a large deviation regime. After applying a Hopf-Cole transform to the distribution function, the system exhibits the behavior of rare events, which in the limit is governed by a non-standard, nonlocal Hamilton-Jacobi equation, as identified in [E. Bouin et al., J. Lond. Math. Soc., II. Ser., 2023]. The proposed scheme efficiently handles the stiffness introduced by scaling, with a computationa…

Dense photometry validation of super-fast-rotating asteroid candidates
Bojan Novakovi\'c, Pedro J. Guti\'errez
https://arxiv.org/abs/2509.06533 https://

Dense photometry validation of super-fast-rotating asteroid candidates
Super-fast rotators (SFRs; P < 2.2 hr) are of great importance in asteroid studies; yet, many reported detections suffer from aliasing caused by an insufficient observation cadence. We present dense CCD photometry for 15 SFRs candidates (14 after excluding 11219 Benbohn, whose published period already exceeds the spin barrier) observed from 2023 Aug 11 to 2024 Aug 11 with the 1.5 m Sierra Nevada and 1.4 m AS Vidojevica telescopes. Our dataset comprises approximately 2,400 calibrated data points…

Ho un point assez intéressant sur les startups
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J’ai fondé trois startups, la première en France. Ceux qui pensent que c’est plus facile aux US se trompent, de beaucoup.
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Jamais la France ou être français n'a été un frein. Jamais être européen n'a été autre chose qu'une chance ! J'ai créé des boîtes et des filiales de boîtes dans 12 pays incluant des puissances… | Frederic Lasnier | 56 commentaires
Jamais la France ou être français n'a été un frein. Jamais être européen n'a été autre chose qu'une chance ! J'ai créé des boîtes et des filiales de boîtes dans 12 pays incluant des puissances majeures (USA,UK, Allemagne) et des puissances émergentes (Vietnam, Mexique, Roumanie, Maroc...). J'ai dirigé, jusqu'en 2023, une boîte française qui comptait près de 1500 sublimes collaborateurs dans le monde et nous l'avons vendue à une entreprise cotée au NYSE. J'ai investi dans …