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Families deserve repre…

Truth to Power PAC
Truth to Power PAC is dedicated to electing candidates who will stand up to the corporate special interests, lobbyists, and corrupt politicians who have dominated our government for far too long. We need new leaders who will be independent voices for change and will fight to reform our political system and economy.

Field generalization of elliptic Calogero-Moser system in the form of higher rank Landau-Lifshitz model
K. Atalikov, A. Zotov
https://arxiv.org/abs/2506.00938

Field generalization of elliptic Calogero-Moser system in the form of higher rank Landau-Lifshitz model
We prove gauge equivalence between integrable field generalization of the elliptic Calogero-Moser model and the higher rank XYZ Landau-Lifshitz model of vector type on 1+1 dimensional space-time. Explicit formulae for the change of variables are derived, thus providing the Poisson map between these models.

The Dipole Instability in Gravitational $N$-body Systems: A Natural Explanation for Lopsidedness and Off-Centered Nuclei in Galaxies
Shashank Dattathri, Frank C. van den Bosch, Martin D. Weinberg, Uddipan Banik
https://arxiv.org/abs/2505.23905

The Dipole Instability in Gravitational $N$-body Systems: A Natural Explanation for Lopsidedness and Off-Centered Nuclei in Galaxies
We explore the stability of isotropic, spherical, self-gravitating systems with a double-power law density profile. Systems with rapid transitions between the inner and outer slopes are shown to have an inflection in their isotropic distribution function (DF), where ${\rm d} f/{\rm d} E > 0$, thereby violating Antonov's stability criterion. Using high-resolution $N$-body simulations, we show that the resulting instability causes the growth of a rotating dipole (or $l=1$) mode. The inflection fe…

Okay, I see some progress here... 💪
My #reddit summarizer is now also able to summarize #youtube videos 📺
... tested with a 3,5-hour livestream 😏
Below the summary, you can ask questions if you have any 🤔
These are also saved in the database 💽

Concentration inequalities for random dynamical systems
Graccyela Salcedo
https://arxiv.org/abs/2506.22823 https://arxiv.org/pdf/2506…

Concentration inequalities for random dynamical systems
We establish concentration inequalities for random dynamical systems (RDSs), assuming that the observables of interest are separately Lipschitz. Under a weak average contraction condition, we obtain deviation bounds for several random quantities, including time-average synchronization, empirical measures, Birkhoff sums, and correlation dimension estimators. We present concrete classes of RDSs to which our main results apply, such as finitely supported diffeomorphisms on the circle and projectiv…

A mean field game model with non-local spatial interactions and resources accumulation
Daria Ghilli, Fausto Gozzi, Cristiano Ricci, Giovanni Zanco
https://arxiv.org/abs/2506.01200

A mean field game model with non-local spatial interactions and resources accumulation
We study a family of Mean Field Games arising in modeling the behavior of strategic economic agents which move across space maximizing their utility from consumption and have the possibility to accumulate resources for production (such as human capital). The resulting mean field game PDE system is not covered in the actual literature on the topic as it displays weaker assumptions on the regularity of the data (in particular Lipschitz continuity and boundedness of the objective are lost), state …

Als je dan toch je profiel opmaakt is er soms maar één keuze mogelijk, ongeacht de leeftijd. 😅
ARD Mediathek: Filme, Serien und Dokus online anschauen
#ard

Der #livestream der #rp25 im @… steht.

I stand strong against AI, and it made me this queer, bi, and fiercely pro-LGBTQIA, dressing how I want with pride and power.
It’s wild how AI can shape me into something this cute, yet I can’t help but question if I should even like it. ChatGPT made me this!
#AI #Bisexual

FKK-Strand goes Live-Stream...😱
Genau das ist in Niedersachsen passiert, wie der neue Tätigkeitsbericht des Landesdatenschützers Denis Lehmkemper für 2024 enthüllt.
Zum Artikel: https://heise.de/-10445504?wt_mc=sm.re