Tootfinder

"In an en banc hearing, Arkansas argued the SAFE Act — which would prohibit health care professionals from providing or referring minors for gender-affirming care — does not discriminate on the basis of sex."
Arkansas asks Eighth Circuit to revive a law banning gender-affirming care to minors | Courthouse News Service

Arkansas asks Eighth Circuit to revive a law banning gender-affirming care to minors
In an en banc hearing, Arkansas argued the SAFE Act — which would prohibit health care professionals from providing or referring minors for gender-affirming care — does not discriminate on the basis of sex.

#FotoVorschlag "geometrische Formen".
Not 100% sure if it meets the topic - but it is exactly what made me take this photo:
I was up on a mountain and I first only saw the lines. I wondered why there are straight lines and sharp edges in the snowscape. it looked so .. different.
When I took a closer look, that contrast of natural forms and straight lines totally …

Do You Copy? 🥾🏕📻
Dramatized horror series | When Red Tail National park shuts down due to a possible ecological disaster, three campers continued their trips, and two park rangers stayed to keep an eye on the radios. Recordings from these individuals were recovered and we now try to make sense of what happened.
...
https://www.…

Do You Copy? 🥾🏕📻
Dramatized horror series | When Red Tail National park shuts down due to a possible ecological disaster, three campers continued their trips, and two park rangers stayed to keep an eye on the radios. Recordings from these individuals were recovered and we now try to make sense of what happened. Produced by a gay and genderfluid creator who loves some good he/they, she/they solidarity! 1 seasons, 14 episodes as of Oct 19, 2023.

freshmen: Zeggelink's freshmen (1999)
Snapshots of friendships among freshmen majoring in Sociology at the University of Groningen, collected five times over the 1998-1999 year. The direction of an edge indicates that student i is friends with student j, and the edge weight gives their friendship level from 1 (best friend) to 5 (troubled relation). Metadata include gender, age, program type, and smoking behavior.
This network has 34 nodes and 1156 edges.
Tags: Social, O…

FlockGPT: Guiding UAV Flocking with Linguistic Orchestration
Artem Lykov, Sausar Karaf, Mikhail Martynov, Valerii Serpiva, Aleksey Fedoseev, Mikhail Konenkov, Dzmitry Tsetserukou
https://arxiv.org/abs/2405.05872

FlockGPT: Guiding UAV Flocking with Linguistic Orchestration
This article presents the world's first rapid drone flocking control using natural language through generative AI. The described approach enables the intuitive orchestration of a flock of any size to achieve the desired geometry. The key feature of the method is the development of a new interface based on Large Language Models to communicate with the user and to generate the target geometry descriptions. Users can interactively modify or provide comments during the construction of the flock geo…

I feel this same way. I want to go back to Florida, but it would be illegal for me to use the restroom of my gender for instance. Not frowned upon, literally illegal.
https://flipping.rocks/@loren/112067630227110495

On the 576-fold periodicity of the spectrum SQFT: The proof of the lower bound via the Anderson duality pairing
Theo Johnson-Freyd, Mayuko Yamashita
https://arxiv.org/abs/2404.06333

On the 576-fold periodicity of the spectrum SQFT: The proof of the lower bound via the Anderson duality pairing
We are aimed at giving a differential geometric, and accordingly physical, explanation of the 576-periodicity of TMF. In this paper, we settle the problem of giving the lower bound 576. We formulate the problem as follows: we assume a spectrum $\mathrm{SQFT}$ with some conditions, suggest from physical considerations about the classifying spectrum for two-dimensional $\mathcal{N}=(0,1)$-supersymmetric quantum field theories, and show that the periodicity of $\mathrm{SQFT}$ is no less than 576. …

Transverse expansion of the metric at null hypersurfaces I. Uniqueness and application to Killing horizons
Marc Mars, Gabriel S\'anchez-P\'erez
https://arxiv.org/abs/2405.05377

Transverse expansion of the metric at null hypersurfaces I. Uniqueness and application to Killing horizons
This is the first in a series of two papers where we analyze the transverse expansion of the metric on a general null hypersurface. In this paper we obtain general geometric identities relating the transverse derivatives of the ambient Ricci tensor and the transverse expansion of the metric at the null hypersurface. We also explore the case where the hypersurface exhibits a generalized symmetry generator, namely a privileged vector field in the ambient space which, at the hypersurface, is null …

This https://arxiv.org/abs/2203.14583 has been replaced.
link: https://scholar.google.com/scholar?q=a

Rings of Siegel-Jacobi forms of bounded relative index are not finitely generated
We show that the ring of Siegel-Jacobi forms of fixed degree and of fixed or bounded ratio between weight and index is not finitely generated. Our main tool is the theory of toroidal b-divisors and their relation to convex geometry. As a byproduct of our methods, we prove a conjecture of Kramer about the representation of all Siegel-Jacobi forms as sections of certain line bundles and we recover a formula due to Tai for the asymptotic dimension of the space of Siegel-Jacobi forms of given ratio…

board_directors: Norwegian Boards of Directors (2002-2011)
224 networks of the affiliations among board directors due to sitting on common boards of Norwegian public limited companies (as of 5 August 2009), from May 2002 onward, in monthly snapshots through August 2011. Some metadata is included, such as director and company names, city and postal code for companies, and gender for directors. The 'net2m' data are bipartite company-director networks, while the 'net1m' ar…