Tootfinder

Formou-se uma tempestade subtropical a noroeste dos Açores.
A NORoeste dos Açores!
A mais de 40ºN!
https://techhub.social/@meteopedagogie/115350289678205724

Météo Pédagogie (@meteopedagogie@techhub.social)
Attached: 1 image Dans l'Atlantique, la tempête subtropicale #Karen s'est formée hier à 44°N, ce qui est inédit. Cette structure hybride se note avec la convection autour de la dépression alors qu'un système frontal, maintenant détache continue à être actif dans un gros creux d'altitude 🐦🔗 https://twitter.com/MeteoPedagogie/status/1976647357631717853 🕐 10/10 15:53

Modified Loss of Momentum Gradient Descent: Fine-Grained Analysis
Matias D. Cattaneo, Boris Shigida
https://arxiv.org/abs/2509.08483 https://arxiv.org/pdf/…

Modified Loss of Momentum Gradient Descent: Fine-Grained Analysis
We analyze gradient descent with Polyak heavy-ball momentum (HB) whose fixed momentum parameter $β\in (0, 1)$ provides exponential decay of memory. Building on Kovachki and Stuart (2021), we prove that on an exponentially attractive invariant manifold the algorithm is exactly plain gradient descent with a modified loss, provided that the step size $h$ is small enough. Although the modified loss does not admit a closed-form expression, we describe it with arbitrary precision and prove global (f…

Pain, rehab and unlikely inspiration: Inside Aidan Hutchinson's return to dominance https://www.espn.com/nfl/story/_/id/46512801/detroit-lions-aidan-hutchinson-motivation-injury-hutch-heroes

Non-asymptotic Error Analysis of Explicit Modified Euler Methods for Superlinear and Non-contractive SODEs
Zhihui Liu, Xiaojie Wang, Xiaoming Wu, Xiaoyan Zhang
https://arxiv.org/abs/2509.08410

Non-asymptotic Error Analysis of Explicit Modified Euler Methods for Superlinear and Non-contractive SODEs
A family of explicit modified Euler methods (MEMs) is constructed for long-time approximations of super-linear SODEs driven by multiplicative noise. The proposed schemes can preserve the same Lyapunov structure as the continuous problems. Under a non-contractive condition, we establish a non-asymptotic error bound between the law of the numerical approximation and the target distribution in Wasserstein-1 ($\mathcal{W}_1$) distance through a time-independent weak convergence rate for the propose…

North Korea displays new ICBM during parade with Russia's Medvedev in attendance: https://benborges.xyz/2025/10/11/north-korea-displays-new-icbm.html

Appreciate the nod that spatial data viz is hard, @…!
The motivation part about expensive GIS tools is a little off though 💸 :qgis:
https://m…

On Modified Diagonal Cycles and the Beauville Decomposition of the Ceresa Cycle
Lucas Lagarde, Mohamed Moakher, Morena Porzio, James Rawson, Fernando Trejos Su\'arez
https://arxiv.org/abs/2510.07416

On Modified Diagonal Cycles and the Beauville Decomposition of the Ceresa Cycle
Let $C$ be a curve of genus $g \geq 2$, and let $J$ be its Jacobian. The choice of a degree 1 divisor $e$ on $C$ gives an embedding of $C$ into $J$; we denote by $[C]_{}^{e}\in \mathrm{CH}\left( J;\mathbb{Q} \right) $ the class in the Chow group of $J$ defined by the image of this embedding. It is known from the work of S.-W. Zhang that the vanishing of the Ceresa cycle $\mathrm{Cer}(C,e):=[C]^{e} - [-1]_* [C]^e$ is equivalent to both the vanishing of the 1st Beauville component $[C]_{(1)}^e$ a…

I just got a spam message from a electronics shop here in Norway. It is highly offensive to me on multiple levels. It is an invitation to a motivational course for the elderly on AI. I mean WTF!?
• I hate spam and avoid being on these SMS/Mailing lists at all costs. How did they get my details?
• AI!? Seriously I could think of few things more boring than listening to some fanboy drone on.
• I am part of 'the elderly' now? Fuck you, Power!
Also… Kill me. 😭

Störte Beatmungsgerät - Köln: Mann tötet Mitpatienten auf Intensivstation #News #Nachrichten