Tootfinder

This comic is very much about #AI
(Original title: Metaphorical Satire)
https://designthinkingcomic.substack.com/p/metaphorical-satire

Metaphorical Satire
DT! for today

"Das beste Internet": Digitalministerium startet Werbekampagne für Glasfaser
Die Politik will Bürger über Vorteile von Glasfaseranschlüssen informieren und motivieren, die optische Technik stärker zu buchen. Die Branche lobt das Signal.

Efterlysning: medborgare (och läsare) som agerar som ansvarstagande, aktiva medborgare.
Ni har informationen. Ni vet vad som pågår. Yttrandefriheten, förenings- och demonstrationsfriheten är era att använda i den fysiska verkligheten, bortom sociala medier.

A large color $R$-matrix for $\mathfrak{sl}_3$
Angus Gruen, Lara San Mart\'in Su\'arez
https://arxiv.org/abs/2508.15171 https://arxiv.org/pdf/2508.…

A large color $R$-matrix for $\mathfrak{sl}_3$
We construct the invariant $F_K^{\mathfrak{sl}_3}\in\mathbb{Z}[q,q^{-1}][[x,y]]$ for any positive braid knot $K$, whose existence was conjectured by Park, building on earlier work of Gukov--Manolescu. The main step in our work extends a result by the first author on the invariant associated to symmetric representations of $\mathfrak{sl}_3$ to all irreducible representations. We conclude with a conjectural framework for constructing $F_K^{\mathfrak{sl}_N}$ for arbitrary $N$.

From Service-Oriented Computing to Metaverse Services: A Framework for Inclusive and Immersive Learning for Neurodivergent Students
Rachid Hamadi (School of Computer Science and Engineering UNSW Sydney Australia), Abdelmounaam Rezgui (School of Information Technology Illinois State University Normal IL USA), Ali Darejeh (School of Computer Science and Engineering UNSW Sydney Australia)

From Service-Oriented Computing to Metaverse Services: A Framework for Inclusive and Immersive Learning for Neurodivergent Students
The metaverse offers immersive and adaptive learning environments for neurodivergent students to thrive and reach their full potential. In this paper, we propose a generic framework that leverages metaverse services as an evolution beyond traditional service-oriented computing, enabling more interactive, personalized, and engaging educational experiences. By integrating AI-driven adaptability, multimodal interaction, and privacy-first service design, the framework ensures that learning remains …

Future Stability of Tilted Two-Fluid Bianchi I Spacetimes
Grigorios Fournodavlos, Elliot Marshall, Todd A. Oliynyk
https://arxiv.org/abs/2508.15155 https://

Future Stability of Tilted Two-Fluid Bianchi I Spacetimes
We establish the nonlinear stability to the future of tilted two-fluid Bianchi I solutions to the Einstein-Euler equations with positive cosmological constant and linear equations of state $p_{(\mathfrak{a})}=K_{(\mathfrak{a})}ρ_{(\mathfrak{a})}$, $\mathfrak{a}\in\{1,2\}$, where $\frac{1}{3}

#SteadyCommunityContent #KIMissbrauch
In der #Modebranche führt der Einsatz generativer KI zu starken Verwerfunden.
Dabei geht es nicht nur um den

KI-Modewerbung: Perfektion um jeden Preis?
Modehäuser setzen KI für Werbung ein – doch unrealistischen Schönheitsideale und Jobverluste sorgen für Diskussionen.

The Dirac oscillator, generalised parastatistics and colour Lie superalgebras
Phillip S. Isaac, Mitchell Ryan
https://arxiv.org/abs/2507.14780 https://

The Dirac oscillator, generalised parastatistics and colour Lie superalgebras
We study the Dirac oscillator in one, two and three spatial dimensions, showing that the corresponding ladder operators realise the $ \mathbb{Z}_2\times\mathbb{Z}_2 $-graded Lie superalgebras $ \mathfrak{pso}(3|2) $, $ \mathfrak{pso}(3|4) $ and $ \mathfrak{osp}_{01}(1|2) \oplus \mathfrak{sl}_{10}(1|1)$. These algebraic structures are related to parastatistics and their Fock spaces. We demonstrate that these colour algebras and Fock spaces are useful for analysing the Dirac o…

Zero-cycles on varieties over a $\mathfrak{B}_s$-field
Toshiro Hiranouchi, Rin Sugiyama
https://arxiv.org/abs/2509.15617 https://arxiv.org/pdf/2509.15617…

Zero-cycles on varieties over a $\mathfrak{B}_s$-field
A field $F$ is a $\mathfrak{B}_s$-field if, for every finite extension $E'/E$ of $F$, the norm map $K_s^M(E')\to K_s^M(E)$ of the Milnor $K$-groups is surjective. In particular, finite fields ($s=1$), local fields, and certain global fields (with $s=2$) satisfy this condition. For such a field $F$ and a $d$-dimensional variety $X$ over $F$, we prove that $CH^{d+n}(X,n)$ is divisible for $n \geq s+1$, and $CH^{d+s}(X,s)$ is isomorphic to the direct sum of the Milnor $K$-group $K_{s}^M(F)$ and a …

On the quantum $\mathfrak{sl}_3$ invariant of positive links
Matthew Harper, Efstratia Kalfagianni
https://arxiv.org/abs/2508.15153 https://arxiv.org/pdf/2…

On the quantum $\mathfrak{sl}_3$ invariant of positive links
We use the skein theory of $\mathfrak{sl}_3$-webs to study the properties of the quantum $\mathfrak{sl}_3$-link polynomial of positive links. We give explicit formulae for the three leading terms of the polynomial on positive links in terms of diagrammatic quantities of their positive diagrams. We show that a positive link is fibered if and only the second coefficient of the polynomial is equal to one. We also show that the third coefficient provides obstructions to representing links by positi…