Tootfinder

Aha, im deutschen Reddit posten jetzt also Leute, die vermutlich keine zwei Tage Arbeit in einem Dönerladen oder Barbershop durchstehen würden, Bilder davon als Beitrag zur 'Stadtbilddebatte', weil ihnen das Äußere nicht gefällt.
Das ist also die Art 'Problem' die das verkommene Pack gerne mit Abschiebungen 'lösen' möchte, um dort endlich schönen Leerstand zu haben.
Das Kanzlerwunder hat aber natürlich was ganz anderes gemeint. (Vgl. "dogwhistle"…

Targeted Pooled Latent-Space Steganalysis Applied to Generative Steganography, with a Fix
Etienne Levecque (LIST3N), Aur\'elien Noirault (CRIStAL), Tom\'a\v{s} Pevn\'y (CTU), Jan Butora (CRIStAL), Patrick Bas (CRIStAL), R\'emi Cogranne (LIST3N)
https://arxiv.org/abs/2510.12414

Targeted Pooled Latent-Space Steganalysis Applied to Generative Steganography, with a Fix
Steganographic schemes dedicated to generated images modify the seed vector in the latent space to embed a message, whereas most steganalysis methods attempt to detect the embedding in the image space. This paper proposes to perform steganalysis in the latent space by modeling the statistical distribution of the norm of the latent vector. Specifically, we analyze the practical security of a scheme proposed by Hu et. al. for latent diffusion models, which is both robust and practically undetecta…

🇺🇦 #NowPlaying on KEXP's #90TEEN
New World Order:
🎵 Rain
#NewWorldOrder
https://arcanum.bandcamp.com/track/soulless-rain

If you're an AI slop whiner, keep scrolling... otherwise set phasers to "Hair Metal" cuz we all love the smell of dilithium in the morning.
▶️ NeuralDerp: Star Trek Vietnam War - Beam Me up Fast, Captain | AI Star Trek Parody
https://youtu.be/4XafRDXqh4U?si=mEsd4k1RWAtbNo…

Filters and congruences in weakly complemented lattices
Yannick L\'ea Tenkeu Jeufack, Leonard Kwuida
https://arxiv.org/abs/2510.04960 https://arxiv.org…

Filters and congruences in weakly complemented lattices
In this paper, we show that given a weakly dicomplemented lattice (WDL) $\mathcal{L}=(L; \vee, \wedge, ^Δ, ^{\nabla}, 0, 1)$, $^Δ$ induces a structure of a dual weakly complemented lattice in the lattice $(F(L), \subseteq)$ of filters of $\mathcal{L}$. We prove that the set of dense elements of $F(L)$ forms a nearlattice, and the set of principal filters of $\mathcal{L}$ forms a dual weakly complemented lattice that is dually isomorphic to the weakly complemented lattice (WCL) $(L,\wedge, \ve…

🇺🇦 #NowPlaying on KEXP's #VarietyMix
The Youth Play:
🎵 Someday, Forever
#TheYouthPlay
https://theyouthplay.bandcamp.com/album/someday-forever
https://open.spotify.com/track/0Nrl6A7DvpYhEcyupTiOdE

Lecture du moment , je l'ai fait jouer il y a plus de trente ans, donc je me replonge dedans avant que mes joueurs y arrivent.
#jdr #chtulhu #masques