Tootfinder

“So steht es um die Velovorzugsrouten in #Zürich”
Simply said: Schlecht, sehr schlecht.
https://tsri.ch/a/verzoegert-blockiert-umkaem…

🇺🇦 Auf #radioeins läuft...
Bulgarian Cartrader:
🎵 Revirginize
#NowPlaying #BulgarianCartrader
https://bulgariancartrader.bandcamp.com/track/revirginize
https://open.spotify.com/track/5xtMFX3WCfLQ3VRFWjwSRu

iCloud Private Relay: Google blockiert temporär Zugriffe von Apple-Geräten
Wer Apples IP-Verschleierungsdienst verwendet, bekommt gelegentlich Ärger mit Google-Diensten. Ruft man diese zu häufig oder zu schnell auf, wird geblockt.

Broadband Spectral Modeling of Blazars: Constraining the Lorentz Factor and Gamma-Ray Emission Site
Ajay Sharma, Aishwarya Sarath, Sakshi Chaudhary, Debanjan Bose
https://arxiv.org/abs/2506.12832

Broadband Spectral Modeling of Blazars: Constraining the Lorentz Factor and Gamma-Ray Emission Site
We present a comprehensive temporal and spectral analysis of a few blazars using multi-wavelength observations. Rapid flux variations are quantified via the doubling/halving timescale method, revealing the shortest variability timescales of a few hours in $γ$-ray emissions. The broadband fractional variability is systematically computed and examined as a function of frequency, displaying a characteristic double-hump structure akin to the typical spectral energy distribution (SED) of blazars. T…

Viele „aspiring model“ auf Insta. #blockgeräusch

Self-driving simulation software maker Applied Intuition raised $600M co-led by BlackRock and Kleiner Perkins at a $15B valuation, up from $6B in March 2024 (Katie Roof/Bloomberg)
https://www.bloomberg.com/news/articles/20

Best-Case Scenario? Raiders Offense Hits The Ground Running Says Bleacher Report https://raiderramble.com/2025/06/16/best-case-scenario-raiders-offense-hits-the-ground-running-says-bleacher-report/

Back from two amazing conferences: #jPrime in Sofia, Bulgaria, and #GeeCon in Cracow, Poland. These are two of the best ones, and I was lucky to speak at both of them 🤩
Many many thanks to both teams, you rock!
Now, preparing for

Viele „aspiring model“ auf Insta. #blockgeräusch

On Domination Exponents for Pairs of Graphs
Grigoriy Blekherman, Annie Raymond, Alexander Razborov, Fan Wei
https://arxiv.org/abs/2506.12151 https://

On Domination Exponents for Pairs of Graphs
Understanding graph density profiles is notoriously challenging. Even for pairs of graphs, complete characterizations are known only in very limited cases, such as edges versus cliques. This paper explores a relaxation of the graph density profile problem by examining the homomorphism density domination exponent $C(H_1, H_2)$. This is the smallest real number $c \geq 0$ such that $t(H_1, T) \geq t(H_2, T)^c$ for all target graphs $T$ (if such a $c$ exists) where $t(H,T)$ is the homomorphism den…