ProSiebenSat.1 appoints MFE-MediaForEurope CFO Marco Giordani as its new CEO, succeeding Bert Habets, as MFE integrates the German TV group into its business (Nick Vivarelli/Variety)
https://variety.com/2025/tv/global/prosiebensat-sha…
After years of failing to produce a profitable augmented reality platform,
Mark Zuckerberg’s Meta is pounding one of the final nails into the coffin of its metaverse efforts
— the ones that were once so central to its vision that it renamed the entire company after them.
This week, the Wall Street Journalreported Meta was laying off some 1,500 employees from its Reality Labs division,
-- the department working on Meta’s virtual reality products.
As part of the …
Just finished "Kirby's Lessons for Falling (In Love)" by Laura Gao. I'd previously read her autobiographical graphic novel "Messy Roots" which was excellent, and this book continues that trend. Yet another complicated look at a Chinese-American immigrant experience, wrapped into a queer romance with a dose of spirituality in there as well. I think the background metaphor of falling is really strong, and gets used in so many senses it's beautiful.
#AmReading #ReadingNow
Certain results on selection principles associated with bornological structure in topological spaces
Debraj Chandra, Subhankar Das, Nur Alam
https://arxiv.org/abs/2511.04038 https://arxiv.org/pdf/2511.04038 https://arxiv.org/html/2511.04038
arXiv:2511.04038v1 Announce Type: new
Abstract: We study selection principles related to bornological covers in a topological space $X$ following the work of Aurichi et al., 2019, where selection principles have been investigated in the function space $C_\mathfrak{B}(X)$ endowed with the topology $\tau_\mathfrak{B}$ of uniform convergence on bornology $\mathfrak{B}$. We show equivalences among certain selection principles and present some game theoretic observations involving bornological covers. We investigate selection principles on the product space $X^n$ equipped with the product bornolgy $\mathfrak{B}^n$, $n\in \omega$. Considering the cardinal invariants such as the unbounding number ($\mathfrak{b}$), dominating numbers ($\mathfrak{d}$), pseudointersection numbers ($\mathfrak{p}$) etc., we establish connections between the cardinality of base of a bornology with certain selection principles. Finally, we investigate some variations of the tightness properties of $C_\mathfrak{B}(X)$ and present their characterizations in terms of selective bornological covering properties of $X$.
toXiv_bot_toot
Bei der anti-imperialistischen Mobilisierung nach Connewitz mit Argumenten zu kommen wie »Ja, aber die Antideutschen …« oder »beide Seiten sind schwierig«, ist für mich einfach eine komplette Entsolidarisierung.
Exakt die Nummer hatten wir schon 2009 in Hamburg bei der links-antisemitisch motivierten und gewalttätigen Verhinderung des Claude Lanzmann-Films durch Anti-Imps. >