Tootfinder

How Conservatives Use Drag Bans to Peddle Gender Conformity
https://rewirenewsgroup.com/2024/06/17/how-conservatives-use-drag-bans-to-peddle-gender-conformity/

How Conservatives Use Drag Bans to Peddle Gender Conformity
These drag bans are part of a broad push to force a very specific type of conservative white Christian morality on the nation.

This https://arxiv.org/abs/2401.16897 has been replaced.
initial toot: https://mastoxiv.page/@arXiv_mat…

Hamiltonian integrable systems in a magnetic field and Symplectic-Haantjes geometry
We investigate the geometry of classical Hamiltonian systems immersed in a magnetic field in three-dimensional Riemannian configuration spaces. We prove that these systems admit non-trivial symplectic-Haantjes manifolds, which are symplectic manifolds endowed with an algebra of Haantjes (1,1)-tensors. These geometric structures allow us to determine separation variables for known systems algorithmically; besides, the underlying Stäckel geometry is used to construct new families of integrable H…

On the local resilience of random geometric graphs with respect to connectivity and long cycles
Alberto Espuny D\'iaz, Lyuben Lichev, Alexandra Wesolek
https://arxiv.org/abs/2406.09921

On the local resilience of random geometric graphs with respect to connectivity and long cycles
Given an increasing graph property $\mathcal{P}$, a graph $G$ is $α$-resilient with respect to $\mathcal{P}$ if, for every spanning subgraph $H\subseteq G$ where each vertex keeps more than a $(1-α)$-proportion of its neighbours, $H$ has property $\mathcal{P}$. We study the above notion of local resilience with $G$ being a random geometric graph $G_d(n,r)$ obtained by embedding $n$ vertices independently and uniformly at random in $[0,1]^d$, and connecting two vertices by an edge if the dista…

This https://arxiv.org/abs/2406.07776 has been replaced.
initial toot: https://mastoxiv.page/@arXiv_mat…

The $L^1$-$L^\infty$-geometry of Teichmüller space -- Second order infinitesimal structures --
The $L^1$-$L^\infty$ geometry is the Finsler geometry of the Teichmüller space by the Teichmüller metric and the $L^1$-norm function of holomorphic quadratic differentials. In this paper, aiming to develop the $L^1$-$L^\infty$-geometry and the differential geometry on the Teichmüller space, we formulate the second order infinitesimal structures (the infinitesimal structures on the (co)tangent bundles) over the Teichmüller space. We will give model spaces of the second order infinitesimal sp…

corporate_directors: Global corporate directors (2016)
Bipartite network of directors and the companies on whose boards they sit, spanning 54 countries worldwide, constructed from data collected by the Financial Times (c. Sept. 2016). Person nodes are annotated with age and gender. Company nodes are annotated with their country, sector, industry, and number of employees.
This network has 356638 nodes and 377060 edges.
Tags: Economic, Governance, Unweighted, Metadata

Geometric Distortion Guided Transformer for Omnidirectional Image Super-Resolution
Cuixin Yang, Rongkang Dong, Jun Xiao, Cong Zhang, Kin-Man Lam, Fei Zhou, Guoping Qiu
https://arxiv.org/abs/2406.10869

Geometric Distortion Guided Transformer for Omnidirectional Image Super-Resolution
As virtual and augmented reality applications gain popularity, omnidirectional image (ODI) super-resolution has become increasingly important. Unlike 2D plain images that are formed on a plane, ODIs are projected onto spherical surfaces. Applying established image super-resolution methods to ODIs, therefore, requires performing equirectangular projection (ERP) to map the ODIs onto a plane. ODI super-resolution needs to take into account geometric distortion resulting from ERP. However, without …

Regelen en afstellen en er gebeurt nog niks. De elektricien tevens warmtepompoloog vermoedt nu dat er een gemotoriseerde klep stuk is. #VanGasLos, maar nog geen werkende verwarming.

This https://arxiv.org/abs/2401.16897 has been replaced.
initial toot: https://mastoxiv.page/@arXiv_mat…

Hamiltonian integrable systems in a magnetic field and Symplectic-Haantjes geometry
We investigate the geometry of classical Hamiltonian systems immersed in a magnetic field in three-dimensional Riemannian configuration spaces. We prove that these systems admit non-trivial symplectic-Haantjes manifolds, which are symplectic manifolds endowed with an algebra of Haantjes (1,1)-tensors. These geometric structures allow us to determine separation variables for known systems algorithmically; besides, the underlying Stäckel geometry is used to construct new families of integrable H…

crime: Rosenfeld crime network (1991)
A network of associations among suspects, victims, and/or witnesses involved in crimes in St. Louis in the 1990s. Data are derived from police records, via snowball sampling from five initial homicides. Left nodes are people, right nodes are crime events, and edges connect people to particular crimes events they were associated with. Metadata includes names, genders, and roles (suspects, victims, and/or witnesses).
This network has 1380 nodes…

Read the Indictment of Dr. Eithan Haim, who DOJ has charged with four counts of violating HIPAA by leaking stolen patient records from Texas Children's Hospital to Chris Rufo to attack gender-affirming care. : r/Law_and_Politics
https://www.reddi…