Tootfinder

Netflix is merging Scanline, the VFX company it acquired in 2021, with Eyeline, its virtual production and R&D unit, to form a one-stop shop for digital tools (Lucas Manfredi/The Wrap)
https://www.thewrap.com/netflix-scanline-vfx-eyeline-studios-m…

Inside Netflix's Bid to Supercharge Faster, Cheaper VFX Through Virtual Production and AI | Exclusive
Eyeline CEO Jeff Shapiro and Studio head Kevin Baillie pull back the curtain on the division's work, research and tools, from volumetric capture to generative AI

Abuse and #Buddhism: Behind the Smiling Façade https://www.info-buddhism.com/Abuse_and_Buddhism-Behind_the_Smiling_Facade-Anna_Sawerthal.html

Abuse and Buddhism: Behind the Smiling Façade
Buddhism in the West is in a crisis. For years, it had benefited from a reputation too good to be true. Only now are victims of sexual abuse, corruption and cultic behaviour finally beginning to speak out.

heise | Fotos-App am Mac: So sortieren Sie Ihre Sammlung komfortabler
Unser Tool "Stapelbenennung für Fotos" erweitert die Fähigkeiten der macOS-Fotos-App: Es fügt Metadaten und fortlaufende Nummern in Titel und Bildtitel ein.

#SmilingFriends is still super weird in #Season3. I still have no idea how this became an actual TV series.

On a fractional semilinear Neumann problem arising in Chemotaxis
Eleonora Cinti, Matteo Talluri
https://arxiv.org/abs/2507.12181 https://

On a fractional semilinear Neumann problem arising in Chemotaxis
We study a semilinear and nonlocal Neumann problem, which is the fractional analogue of the problem considered by Lin--Ni--Takagi in the '80s. The model under consideration arises in the description of stationary configurations of the Keller--Segel model for chemotaxis, when a nonlocal diffusion for the concentration of the chemical is considered. In particular, we extend to any fractional power $s\in (0,1)$ of the Laplacian (with homogeneous Neumann boundary conditions) the results obtained in…

„Jan Otto, IG Metall-Bezirksleiter Berlin-Brandenburg-Sachsen:
„Tesla-Chef Elon Musk soll eine Billionen Dollar als Vergütung erhalten. Und die Beschäftigten gehen beim Weihnachtsgeld leer aus. Das ist nicht hinnehmbar und kann so nicht bleiben. Bei Tesla ist genug Geld da, weil die Kolleginnen und Kollegen hart und gut arbeiten.““

#Neurotypicals: You need to be bored. Next time you go to the gym, don't listen to that podcast. Just try to be in your head for a while. Maybe you'll think about the meaning of life, and maybe you'll figure it out.
My #ADHD brain trying to unload the dishwasher without a podcast: Hey, Remember the intro to Clifford the Big Red Dog? That song? You sort of paid attention to it for a few seconds while our kid was watching it. I remember those 5 seconds. Let's sing that intro... just that first part though. We're just going to keep doing that, over and over, hundreds of times in a row.
Neurotypicals: People don't like to be bored. People will give themselves electric shocks to not be bored. They don't want to think about the big questions
My ADHD brain, still trying to unload the dishwasher without a podcast: ♪ Welcome to Birdwell island, Sun and the sky is smilin' ♪ ♪ ♪ Welcome to Birdwell island, Sun and the sky is smilin' ♪ ♪ ♪ Welcome to Birdwell island, Sun and the sky is smilin' ♪ ♪ ♪ Welcome to Birdwell island, Sun and the sky is smilin' ♪ ♪ ♪ Welcome to Birdwell island, Sun and the sky is smilin' ♪ ♪ ♪ Welcome to Birdwell island, Sun and the sky is smilin' ♪ ♪ ♪ Welcome to Birdwell island, Sun and the sky is smilin' ♪ ♪ ♪ Welcome to Birdwell island, Sun and the sky is smilin' ♪ ♪ ♪ Welcome to Birdwell island, Sun and the sky is smilin' ♪ ♪ ♪ Welcome to Birdwell island, Sun and the sky is smilin' ♪ ♪
https://youtu.be/orQKfIXMiA8

Wenn das mal was wird: ich backe den „schnellen Obstkuchen“ mit Pflaumen statt „beliebigem Obst“, die ich als prugne gekauft habe und der Mann wird ihn als Zwetschgenkuchen essen
#AllesNichSoEinfach

Entire Large Solutions for Competitive Semilinear Elliptic Systems with General Nonlinearities Satisfying Keller--Osserman Conditions
Dragos-Patru Covei
https://arxiv.org/abs/2509.11933

Entire Large Solutions for Competitive Semilinear Elliptic Systems with General Nonlinearities Satisfying Keller--Osserman Conditions
We generalize a theorem of Lair concerning the existence of positive entire large solutions to competitive semilinear elliptic systems. While Lair's original result \cite{Lair2025} was established for power-type nonlinearities, our work extends the theory to a broad class of general nonlinearities satisfying a Keller--Osserman-type growth condition. The proof follows the same conceptual framework monotone iteration to construct global positive solutions, reduction to a scalar inequality for the…

Least total curvature solutions to steady Euler system and monotone solutions to semilinear equations in a strip
Changfeng Gui, David Ruiz, Chunjing Xie, Huan Xu
https://arxiv.org/abs/2507.11837

Least total curvature solutions to steady Euler system and monotone solutions to semilinear equations in a strip
This paper focuses on establishing the existence of a class of steady solutions, termed least total curvature solutions, to the incompressible Euler system in a strip. The solutions obtained in this paper complement the least total curvature solutions already known. Our approach employs a minimization procedure to identify a monotone heteroclinic solution for a conveniently chosen semilinear elliptic PDE. This method also enables us to construct positive and monotone (and consequently stable) s…