Tootfinder

Kreml: Niemand hat "Verschwörungen angestiftet"
China, Russland und Nordkorea planen nach Kreml-Angaben keine Verschwörung gegen die USA. "Ich möchte sagen, dass niemand irgendwelche Verschwörungen angestiftet hat, niemand hat irgendetwas ausgeheckt", sagte Juri Uschakow, der außenpolitische Berater von Kremlchef Wladimir Putin, dem russischen Staatsfernsehen. Uschakow reagierte damit auf eine Bemerkung von US-Präsident Donal…
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Liveblog: ++ Ukraine lehnt Treffen mit Putin in Moskau ab ++
Die Ukraine hat kein Interesse an einem Treffen mit Kremlchef Putin in Moskau. Das teilte Außenminister Sybiha mit. Zuvor hatte Putin gesagt, Selenskyj könne nach Moskau kommen. Für die Ukraine kommen nur andere Orte infrage.

SU-ESRGAN: Semantic and Uncertainty-Aware ESRGAN for Super-Resolution of Satellite and Drone Imagery with Fine-Tuning for Cross Domain Evaluation
Prerana Ramkumar
https://arxiv.org/abs/2508.00750

SU-ESRGAN: Semantic and Uncertainty-Aware ESRGAN for Super-Resolution of Satellite and Drone Imagery with Fine-Tuning for Cross Domain Evaluation
Generative Adversarial Networks (GANs) have achieved realistic super-resolution (SR) of images however, they lack semantic consistency and per-pixel confidence, limiting their credibility in critical remote sensing applications such as disaster response, urban planning and agriculture. This paper introduces Semantic and Uncertainty-Aware ESRGAN (SU-ESRGAN), the first SR framework designed for satellite imagery to integrate the ESRGAN, segmentation loss via DeepLabv3 for class detail preservatio…

Replaced article(s) found for cs.RO. https://arxiv.org/list/cs.RO/new
[3/3]:
- Efficient Online Learning and Adaptive Planning for Robotic Information Gathering Based on Stream...
Sanjeev Ramkumar Sudha, Joel Jose, Erlend M. Coates

Little $q$-Jacobi polynomials and symmetry breaking operators for $U_q(sl_2)$
Quentin Labriet, Lo\"ic Poulain d'Andecy
https://arxiv.org/abs/2506.23848

Little $q$-Jacobi polynomials and symmetry breaking operators for $U_q(sl_2)$
This paper presents explicit formulas for intertwining operators of the quantum group $U_q(sl_2)$ acting on tensor products of Verma modules. We express a first set of intertwining operators (the holographic operators) in terms of the little $q$-Jacobi polynomials, and we obtain for the dual set (the symmetry breaking operators) a $q$-deformation of the Rankin--Cohen operators. The Verma modules are realised on polynomial spaces and, interestingly, we find along the way the need to work with no…

Extensions of the Bonnet-Myers Theorem
Ronggang Li, Shaoqing Wang
https://arxiv.org/abs/2509.02126 https://arxiv.org/pdf/2509.02126

Extensions of the Bonnet-Myers Theorem
In this paper, we present extensions of the classical Bonnet-Myers theorem for Riemannian manifolds with nonnegative Ricci curvature. Our results provide criteria for compactness and a method for estimating the diameter of such manifolds under general curvature conditions. As applications, we establish compactness theorems for manifolds whose Ricci curvature decays at polynomial or exponential rates.

The strong convergence phenomenon
Ramon van Handel
https://arxiv.org/abs/2507.00346 https://arxiv.org/pdf/2507.00346

The strong convergence phenomenon
In a seminal 2005 paper, Haagerup and Thorbjørnsen discovered that the norm of any noncommutative polynomial of independent complex Gaussian random matrices converges to that of a limiting family of operators that arises from Voiculescu's free probability theory. In recent years, new methods have made it possible to establish such strong convergence properties in much more general situations, and to obtain even more powerful quantitative forms of the strong convergence phenomenon. These, in tu…

A generalization of the Furstenberg--S\'{a}rk\"{o}zy theorem over the Gaussian integers
Dev Ranjan Pandey, Jyoti Prakash Saha
https://arxiv.org/abs/2508.18990 https://

A generalization of the Furstenberg--Sárközy theorem over the Gaussian integers
We introduce the notion of intersective polynomials over the Gaussian integers, and prove that given any intersective polynomial $p(x)$ over the Gaussian integers, every subset $A$ of the Gaussian integers of positive upper density contains two distinct elements such that their difference is $p(z)$ for some Gaussian integer $z$. Moreover, we also obtain a quantitative version of this result. The proof is motivated by an argument due to Lucier, and the Fourier-free proof of the Furstenberg--Sár…

Die #Geothermie-Bohrung in #Krefeld zeigt, dass die #Kalksteinschicht unter der Stadt größer und wasserführender ist als gedacht.
Damit wird die Region für

Replaced article(s) found for cs.LG. https://arxiv.org/list/cs.LG/new
[2/5]:
- Graph Neural Network Based Action Ranking for Planning
Rajesh Mangannavar, Stefan Lee, Alan Fern, Prasad Tadepalli

Efficient Online Learning and Adaptive Planning for Robotic Information Gathering Based on Streaming Data
Sanjeev Ramkumar Sudha, Joel Jose, Erlend M. Coates
https://arxiv.org/abs/2507.13053

Efficient Online Learning and Adaptive Planning for Robotic Information Gathering Based on Streaming Data
Robotic information gathering (RIG) techniques refer to methods where mobile robots are used to acquire data about the physical environment with a suite of sensors. Informative planning is an important part of RIG where the goal is to find sequences of actions or paths that maximize efficiency or the quality of information collected. Many existing solutions solve this problem by assuming that the environment is known in advance. However, real environments could be unknown or time-varying, and a…