Tootfinder

Viele Menschen verstehen #Warnungen wie „#Hitzeindex“ oder „#Hitzewarnung“ falsch. Das zeigt eine US-Studie.
Fast die Hälfte hält den Hitzeindex für die reine

Bridging the Gap between National Weather Service Heat Terminology and Public Understanding
Abstract Clearly communicating heat warning information to the public is an important way to reduce heat mortality and morbidity. However, heat communication interventions from the National Weather Service commonly include technical and scientific terms, otherwise known as jargon. These terms, such as heat advisory or heat index, may not be understood by the public. Given the importance of message understanding in protective action decision-making, the purpose of this study is to assess how the…

The asymptotics of the $\mathrm{SL}_2(\mathbb{C})$-Hitchin metric on the singular locus: subintegrable systems
Siqi He, Johannes Horn, Nianzi Li
https://arxiv.org/abs/2506.04957

The asymptotics of the $\mathrm{SL}_2(\mathbb{C})$-Hitchin metric on the singular locus: subintegrable systems
We study the asymptotic hyperkähler geometry of the $\mathrm{SL}_2(\mathbb{C})$-Hitchin moduli space over the singular fibers of the Hitchin fibration. We extend the previously known exponential convergence results for solutions to the Hitchin equation to the class of locally fiducial Higgs bundles defined by a special local description at the singularities of the spectral curve. This condition is satisfied by the Higgs bundles contained in certain subintegrable systems introduced by Hitchin. …

Intersection of two quadrics: modular interpretation and Hitchin morphism
Vladimiro Benedetti, Andreas H\"oring, Jie Liu
https://arxiv.org/abs/2506.04707

Intersection of two quadrics: modular interpretation and Hitchin morphism
The cotangent bundle $T^*X$ of a smooth intersection $X$ of two quadrics admits a Lagrangian fibration determined by the intrinsic geometry of $X$. We show that this fibration is actually the Hitchin morphism if we endow $X$ with a structure of moduli space of twisted Spin-bundles. This generalises the classical result for threefolds, in which case it recovers the Hitchin fibration for the moduli space of rank two bundles with fixed determinant of odd degree on a curve of genus two.

🇺🇦 #NowPlaying on KEXP's #PositiveVibrations
Max Romeo:
🎵 Chase The Devil
#MaxRomeo
https://totomusic4.bandcamp.com/track/max-romeo-chase-the-devil-hotswing-edit
https://open.spotify.com/track/6KGggJ08SRmMuJojRYM4Lv

Agent's Take: What extensions could look like for Garrett Wilson, Aidan Hutchinson, other 2022 first-rounders

https://www.cbssports.com/nfl/…

Here Lies Hudson’s Bay Company, Murdered by Private Equity https://jacobin.com/2025/06/hudsons-bay-canada-private-equity/

Here Lies Hudson’s Bay Company, Murdered by Private Equity
Hudson’s Bay Company, Canada’s oldest retailer, didn’t die of natural causes — it was gutted by private equity. Stripped of assets and loaded with debt, it leaves behind job losses, endangered pensions, and a hollowed-out legacy reduced to branding rights.

Aus der heutigen Folge vom @… Podcast habe ich erfahren, dass @… auch einen #Podcast produziert. 🙌
Tatsächlich f…

Revolutions-Podcast zur rund 250 Jahre alten amerikanischen Revolution gehört. Mit Befürchtungen beim Hören, dass dieses No-Kings-Experiment demnächst zu Ende geht. Und mit wachsendem Verständnis für die Traditionslinien, die wohl auch in der heutigen USA noch prägende Wirkungen entfalten. (Ach ja: das eine oder andere mir aus Science Fiction bekannte Setting habe ich auch wiedererkannt ... Gutsherren in der "Wildnis" etc.).

🇺🇦 #NowPlaying on BBCRadio3's #ThisClassicalLife
Shabaka Hutchings:
🎵 End Of Innocence
#ShabakaHutchings
https://open.spotify.com/track/6DvZ7ovQvtMlvJ1twDF2Zr

Kobayashi-Hitchin Correspondence for Saturated Reflexive Parabolic Sheaves on K\"ahler manifolds
Tianshu Jiang, Jiayu Li
https://arxiv.org/abs/2506.03579

Kobayashi-Hitchin Correspondence for Saturated Reflexive Parabolic Sheaves on Kähler manifolds
In this paper, we study the Kobayashi-Hitchin correspondence in the setting of parabolic sheaves with a simple normal crossing divisor over a compact Kähler manifold using the method of Hermitian-Yang-Mills flow.