Tootfinder

"Thief VR" erscheint im Dezember: Kaum Unterschiede zwischen Quest 3 und PS VR2
"Thief VR" hat nun einen konkreten Veröffentlichungstermin. Zwei neue Trailer zeigen kaum Unterschiede zwischen den Versionen für Quest 3 und PS VR2.

#SteadySupporter
Wo Fakten verloren gehen, gewinnt #Desinformation.
Eine Studie hat untersucht, wie ein #KI-Modell helfen könnte,

KI-Modell zur Erkennung von Fehlinformationen zum Klimawandel
Künstliche Intelligenz gegen Desinformation: Das CARDS-Modell unterscheidet wissenschaftlich fundierte von klimaskeptischen Tweets.

SK2Decompile: LLM-based Two-Phase Binary Decompilation from Skeleton to Skin
Hanzhuo Tan, Weihao Li, Xiaolong Tian, Siyi Wang, Jiaming Liu, Jing Li, Yuqun Zhang
https://arxiv.org/abs/2509.22114

SK2Decompile: LLM-based Two-Phase Binary Decompilation from Skeleton to Skin
Large Language Models (LLMs) have emerged as a promising approach for binary decompilation. However, the existing LLM-based decompilers still are somewhat limited in effectively presenting a program's source-level structure with its original identifiers. To mitigate this, we introduce SK2Decompile, a novel two-phase approach to decompile from the skeleton (semantic structure) to the skin (identifier) of programs. Specifically, we first apply a Structure Recovery model to translate a program's b…

Here are the eco awareness days coming in the next 3 months.
https://primonatura.co.uk/eco-awareness-days-3-month-calendar-october-to-december-2025/

Eco Awareness Days: 3-Month Calendar (October to December 2025)
Our quarterly blog outlines a selection of upcoming environmental consciousness awareness days celebrated in both the UK and around the globe. This time we are looking at October to December, which raises awareness of many animals such as otters, chickens, and crows. TK October International Walk To School Month – 1st

Stronger Directed Low-Diameter Decompositions with Sub-Logarithmic Diameter and Separation
Bernhard Haeupler, Richard Hlad\'ik, Shengzhe Wang, Zhijun Zhang
https://arxiv.org/abs/2509.24565

Stronger Directed Low-Diameter Decompositions with Sub-Logarithmic Diameter and Separation
This paper significantly strengthens directed low-diameter decompositions in several ways. We define and give the first results for separated low-diameter decompositions in directed graphs, tighten and generalize probabilistic guarantees, and prove new independence results between (far away) edges. Our results are the first to give meaningful guarantees for decompositions with small diameters $D = Ω(\log\log n)$ in contrast to the state of the art that only applies to super-logarithmic diame…

No, SNAP Benefits Aren’t Mostly Used by Immigrants | WIRED #SNAP

No, SNAP Benefits Aren’t Mostly Used by Immigrants
SNAP benefits are set to run out on Saturday. Far-right influencers and extremists are incorrectly claiming that immigrants are the main recipients of food stamps.

Decomposing the Automorphism group of the surreal numbers
Elliot Kaplan, Lothar Sebastian Krapp, Michele Serra
https://arxiv.org/abs/2509.22374 https://arx…

Decomposing the Automorphism group of the surreal numbers
We study the automorphism group of the field of surreal numbers. Our main structure theorem presents a decomposition of this group into a product of five significant factors. Using the representation of surreal numbers as generalized power series via their Conway normal form, we apply results on Hahn fields and groups from the literature in order to obtain this decomposition. Moreover, we provide explicit descriptions of the individual factors enabling us to construct automorphisms on the field…

Universal Solution to Kronecker Product Decomposition
Daizhan Cheng
https://arxiv.org/abs/2509.22373 https://arxiv.org/pdf/2509.22373

Universal Solution to Kronecker Product Decomposition
This paper provides a general solution for the Kronecker product decomposition (KPD) of vectors, matrices, and hypermatrices. First, an algorithm, namely, monic decomposition algorithm (MDA), is reviewed. It consists of a set of projections from a higher dimension Euclidian space to its factor-dimension subspaces. It is then proved that the KPD of vectors is solvable, if and only if, the project mappings provide the required decomposed vectors. Hence it provides an easily verifiable necessary a…

A Combinatorial Technique for the Wedderburn Decomposition of Rational Group Algebras of Nested GVZ $p$-groups
Ram Karan Choudhary, Sunil Kumar Prajapati
https://arxiv.org/abs/2509.23349

A Combinatorial Technique for the Wedderburn Decomposition of Rational Group Algebras of Nested GVZ $p$-groups
In this article, we present a combinatorial formula for the Wedderburn decomposition of rational group algebras of nested GVZ $p$-groups, where $p$ is an odd prime. Using this formula, we derive an explicit combinatorial expression for the Wedderburn decomposition of rational group algebras of all two-generator $p$-groups of class $2$. Additionally, we provide explicit combinatorial formulas for the Wedderburn decomposition of rational group algebras of certain families of nested GVZ $p$-groups…

Empart: Interactive Convex Decomposition for Converting Meshes to Parts
Brandon Vu, Shameek Ganguly, Pushkar Joshi
https://arxiv.org/abs/2509.22847 https://

Empart: Interactive Convex Decomposition for Converting Meshes to Parts
Simplifying complex 3D meshes is a crucial step in robotics applications to enable efficient motion planning and physics simulation. Common methods, such as approximate convex decomposition, represent a mesh as a collection of simple parts, which are computationally inexpensive to simulate. However, existing approaches apply a uniform error tolerance across the entire mesh, which can result in a sub-optimal trade-off between accuracy and performance. For instance, a robot grasping an object nee…