Tootfinder

🇺🇦 Auf radioeins läuft...
Royel Otis:
🎵 Nack Nostalgia
#NowPlaying #RoyelOtis
https://open.spotify.com/track/5MAKcQ6f6QvqZE21KD2AW5

Christian therapist Kaley Chiles
wants the Supreme Court to rule
that
Christian therapists’ free speech rights outweigh a law that bans therapy aimed at changing a minor’s sexual identity.
The case could affect laws in nearly 30 states.
https://www.was…

Christian therapist seeks right to counsel gay teens to change feelings
The Supreme Court will consider whether therapists’ free speech rights outweigh a law that bans therapy that seeks to change sexual identity. Almost 30 states have such bans.

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Shuggie Otis:
🎵 Strawberry Letter 23
#NowPlaying #ShuggieOtis
https://stpetersburg.bandcamp.com/track/shuggie-otis-strawberry-letter-23
https://open.spotify.com/track/2NXnBIYFPQPo7GSn3TEbpD

"Russischer Vormarsch geht weiter"
ARD-Korrespondent Vassili Golod berichtet aus Odessa über den Unabhängigkeitstag in der Ukraine und die Lage an der Front.
📹 https://www.tagesschau.de/video/video-1498766.html?at_medium=mas…

Vassili Golod, ARD Kiew, zzt. Odessa, zum Unabhängigkeitstag in der Ukraine und zur Lage an der Front
Vassili Golod, ARD Kiew, zzt. Odessa, zum Unabhängigkeitstag in der Ukraine und zur Lage an der Front

Prompts as Software Engineering Artifacts: A Research Agenda and Preliminary Findings
Hugo Villamizar, Jannik Fischbach, Alexander Korn, Andreas Vogelsang, Daniel Mendez
https://arxiv.org/abs/2509.17548

Prompts as Software Engineering Artifacts: A Research Agenda and Preliminary Findings
Developers now routinely interact with large language models (LLMs) to support a range of software engineering (SE) tasks. This prominent role positions prompts as potential SE artifacts that, like other artifacts, may require systematic development, documentation, and maintenance. However, little is known about how prompts are actually used and managed in LLM-integrated workflows, what challenges practitioners face, and whether the benefits of systematic prompt management outweigh the associat…

Bifurcation Analysis of Generalized Hopf Bifurcation in Ordinary and Delay Differential Equations
N. A. M. Delmeire, M. M. Bosschaert, Yu. A. Kuznetsov
https://arxiv.org/abs/2507.18469

Bifurcation Analysis of Generalized Hopf Bifurcation in Ordinary and Delay Differential Equations
The generalized Hopf (Bautin) bifurcation is a well-studied codimension two bifurcation characterized by an equilibrium with a pair of simple purely imaginary eigenvalues as the only critical eigenvalues and the vanishing first Lyapunov coefficient. This bifurcation arises in both ordinary differential equations (ODEs) and delay differential equations (DDEs). Generically, a codimension one bifurcation curve of nonhyperbolic (double) limit cycles ($LPC$ curve) emanates from a generalized Hopf po…