Tootfinder

A really compelling read about life, skiing, adventurism, depression, love.
https://magazine.atavist.com/the-longest-journey-lena-rowat-coast-range-ski-traverse-devils-thumb-mount-logan/

„Ein riesen Seich!“ - Odermatt: Neue Regel ist „Trotzaktion Österreichs“ #News #Nachrichten

On the domains of first order differential operators on the Sierpi\'{n}ski gasket
Waldemar Schefer
https://arxiv.org/abs/2506.08679 https://

On the domains of first order differential operators on the Sierpiński gasket
We study the first order structure of $L^2$-differential one-forms on the Sierpiński gasket. We consider piecewise energy finite functions related to one-forms, normal parts, and show self-similarity properties of one-forms as in the case of energy finite functions on the Sierpiński gasket. We introduce first order differential operators, taking functions into functions, that can be understood as total derivatives with respect to some reference function or form. The main result is a pointwise…

Hi Alle,
könnt ihr bitte teilen?
Wir naturliebenden Menschen haben die Schnauze so voll von dieser strunzdummen #CSU und #FW Koalition, die trotz Wassermangel in den Gemeinden, dem erhöhten Energie- und Flächenbedarf von Skiliften in Bayern solche Anlagen immer noch mit Millionen von € fördert und Genehmi…

Wintersport: „Rettet die Berge“ protestiert gegen Söders Ski-Offensive
„Rückwärtsgewandt“, „absurd“, „völlig falsche Richtung“: Das Bündnis "Rettet die Berge" protestiert gegen geplante Erleichterungen für neue Seilbahnen, Pisten und Schneekanonen.

Cryptocurrencies are tools for criminals and they know that. They do not, however, seem to understand the limitations:
https://arstechnica.com/security/2025/05/fractured-skulls-and-ski-masks-more-crypto-kidnap-madnes…

Le bruit de la neige
https://www.radiofrance.fr/franceculture/podcasts/lsd-la-serie-documentaire/les-apres-ski-8851372

A Marcinkiewicz-Zygmund inequality and the Kadec Pe{\l}czyn\'ski theorem in Orlicz spaces
Istvan Berkes, Eduard Stefanescu, Robert Tichy
https://arxiv.org/abs/2506.04025

A Marcinkiewicz-Zygmund inequality and the Kadec Pełczynśki theorem in Orlicz spaces
In this paper, we extend the Marcinkiewicz--Zygmund inequality to the setting of Orlicz and Lorentz spaces. Furthermore, we generalize a Kadec--Pełczyński-type result -- originally established by the first and third authors for $L^p$ spaces with $1 \le p < 2$ -- to a broader class of Orlicz spaces defined via Young functions $ψ$ satisfying $x \le ψ(x) \le x^2$.