Tootfinder

Im Riedholz bei #Haimhausen dürfen drei neue #Windräder gebaut werden.
Der Bayerische Verwaltungsgerichtshof wies die Klage eines Anwohners ab. Der Baustart ist für Oktober 2025 geplant, die Inbetriebnahme für Herbst 2026.
Die Windkraft Haimhausen GmbH & Co. KG setzt damit …

Weg frei für Haimhauser Windräder
Klage gegen Windpark Haimhausen gescheitert: Verwaltungsgerichtshof erlaubt Bau von vier Windrädern im Riedholz. Spatenstich am 10. Oktober geplant.

GKLO representations of twisted Yangians in type $\mathsf{AI}$ and quantizations of symmetric quotients of the affine Grassmannian
Robin Bartlett, Tomasz Przezdziecki, Lukas Tappeiner
https://arxiv.org/abs/2510.12706

GKLO representations of twisted Yangians in type $\mathsf{AI}$ and quantizations of symmetric quotients of the affine Grassmannian
We construct an analogue of Gerasimov-Kharchev-Lebedev-Oblezin (GKLO) representations for twisted Yangians of type $\mathsf{AI}$, using the recently found current presentation of these algebras due to Lu, Wang and Zhang. These new representations allow us to define interesting truncations of twisted Yangians, which, in the spirit of Ciccoli-Drinfeld-Gavarini quantum duality, reflect the Poisson geometry of homogeneous spaces. As our main result, we prove that a truncated twisted Yangian quantiz…

Crosslisted article(s) found for cs.SE. https://arxiv.org/list/cs.SE/new
[1/1]:
- Fortifying LLM-Based Code Generation with Graph-Based Reasoning on Secure Coding Practices
Rupam Patir, Keyan Guo, Haipeng Cai, Hongxin Hu

After a big family breakfast the #ChristmasTree got trimmed, which is holiday-speak for hanging stuff on it. Besides a string of white LED lights and traditional red and gold ribbon, it is a mixture of unique balls, personal decorations and hand made ornaments. Each of our Christmas stockings will usually have a new ornament, almost always handmade, so after 47 years of marriage we have a large storage container full of tree decorations that got bumped from regular rotation.
One of the decorations posted below is hated by my wife - can you guess which one?
#HappyHolidays

Team Xiaomi EV-AD VLA: Caption-Guided Retrieval System for Cross-Modal Drone Navigation - Technical Report for IROS 2025 RoboSense Challenge Track 4
Lingfeng Zhang, Erjia Xiao, Yuchen Zhang, Haoxiang Fu, Ruibin Hu, Yanbiao Ma, Wenbo Ding, Long Chen, Hangjun Ye, Xiaoshuai Hao
https://arxiv.org/abs/2510.02728…

Team Xiaomi EV-AD VLA: Caption-Guided Retrieval System for Cross-Modal Drone Navigation - Technical Report for IROS 2025 RoboSense Challenge Track 4
Cross-modal drone navigation remains a challenging task in robotics, requiring efficient retrieval of relevant images from large-scale databases based on natural language descriptions. The RoboSense 2025 Track 4 challenge addresses this challenge, focusing on robust, natural language-guided cross-view image retrieval across multiple platforms (drones, satellites, and ground cameras). Current baseline methods, while effective for initial retrieval, often struggle to achieve fine-grained semantic…

Early warning of critical transitions: distinguishing tipping points from Turing destabilizations
Paul A. Sanders, Robbin Bastiaansen
https://arxiv.org/abs/2510.01959 https://…

Early warning of critical transitions: distinguishing tipping points from Turing destabilizations
Current early warning signs for tipping points often fail to distinguish between catastrophic shifts and less dramatic state changes, such as spatial pattern formation. This paper introduces a novel method that addresses this limitation by providing more information about the type of bifurcation being approached starting from a spatially homogeneous system state. This method relies on estimates of the dispersion relation from noisy spatio-temporal data, which reveals whether the system is appro…

Smooth perfectness of Hamiltonian diffeomorphism groups
Oliver Edtmair
https://arxiv.org/abs/2509.16327 https://arxiv.org/pdf/2509.16327

Smooth perfectness of Hamiltonian diffeomorphism groups
A fundamental result of Banyaga states that the Hamiltonian diffeomorphism group of a closed symplectic manifold is perfect. We refine this result by proving that, locally in the $C^\infty$ topology, the number of commutators needed to express a Hamiltonian diffeomorphism is bounded, and the commutators can be chosen to depend smoothly on the diffeomorphism. As a corollary, we show that any homogeneous quasimorphism on the Hamiltonian diffeomorphism group is continuous in the $C^\infty$ topolog…