Tootfinder

https://www.prnewswire.com/news-releases/leidos-acquires-kudu-dynamics-advancing-ai-capabilities-for-cyber-warfighters-302466307.html
Leidos acquires Kudu Dynamics, advancing AI capabilities for…

Leidos acquires Kudu Dynamics, advancing AI capabilities for cyber warfighters
/PRNewswire/ -- Leidos (NYSE:LDOS) announced today that it has acquired Kudu Dynamics, accelerating Leidos' rapid scaling of artificial intelligence...

Doucement mais sûrement, fumer va devenir compliqué....
Merci aux fumeurs pour leurs efforts
L’interdiction de fumer dans les parcs, Š la plage et aux abords des écoles entre en vigueur dès dimanche
https://…

L’interdiction de fumer dans les parcs, les plages et aux abords des écoles entre en vigueur dès dimanche
Le décret, paru samedi au Journal officiel, n’évoque pas de contravention en cas d’infraction mais prévoit un renforcement des sanctions pour la vente de tabac et de produits de vapotage aux mineurs.

GIT-BO: High-Dimensional Bayesian Optimization with Tabular Foundation Models
Rosen Ting-Ying Yu, Cyril Picard, Faez Ahmed
https://arxiv.org/abs/2505.20685

GIT-BO: High-Dimensional Bayesian Optimization with Tabular Foundation Models
Bayesian optimization (BO) effectively optimizes expensive black-box functions but faces significant challenges in high-dimensional spaces (dimensions exceeding 100) due to the curse of dimensionality. Existing high-dimensional BO methods typically leverage low-dimensional embeddings or structural assumptions to mitigate this challenge, yet these approaches frequently incur considerable computational overhead and rigidity due to iterative surrogate retraining and fixed assumptions. To address t…

‘They’ve Worked Together Very Well’—Raiders Owner Tom Brady On His Dynamic Duo https://raiderramble.com/2025/06/27/raiders-owner-tom-brady-on-dynamic-duo/

You can play with (a supercharged server-driven version of it) today with Kitten:
https://kitten.small-web.org/tutorials/dynamic-pages/

Interview with Times Media Group's Steve Strickbine, who employs 60 journalists across 60 local US papers and says papers are better off diminished than dead (Sarah Scire/Nieman Lab)
https://www.niemanlab.org/2025/05/this-own

Période : tout le week-end jusqu’Š 17h le dimanche 1er juin.
Dates : jeudi 29, vendredi 30, samedi 31 mai et jusqu’Š 17h le dimanche 1er juin.
Le trafic est interrompu entre Brétigny – Dourdan et Brétigny - Saint-Martin d’Étampes dans les 2 sens de circulation.
La reprise des circulations est prévue le dimanche 1er juin vers 17h.
Un service de bus de remplacement est mis en place, avec desserte des gares intermédiaires.
En complément : la gare de Savigny-sur-Orge…

This https://arxiv.org/abs/2505.19181 has been replaced.
initial toot: https://mastoxiv.page/@arXiv_mat…

Constant Harmonic Mean Curvature Foliation in Asymptotic Schwarzschild Spaces-II
This paper extends the results of [GLS24], where the existence of a constant harmonic mean curvature foliation was established in the setting of a 3-dimensional asymptotically Schwarzschild manifold. Here, we generalize this construction to higher dimensions, proving the existence of foliations by constant harmonic mean curvature hypersurfaces in an asymptotically Schwarzschild manifold of arbitrary dimension. Furthermore, in 3 dimensional case, we demonstrate the local uniqueness of this folia…

This https://arxiv.org/abs/2403.06767 has been replaced.
initial toot: https://mastoxiv.page/@arXiv_mat…

Continuity and equivariant dimension
We study the local-triviality dimensions of actions on $C^*$-algebras, which are invariants developed for noncommutative Borsuk-Ulam theory. While finiteness of the local-triviality dimensions is known to guarantee freeness of an action, we show that free actions need not have finite weak local-triviality dimension. Moreover, the local-triviality dimensions of a continuous field may be greater than those of its individual fibers, and the dimensions may fail to vary continuously across the fiber…

Frostman and Fourier characterisations of fractal dimensions
Kenneth J. Falconer, Shuqin Zhang
https://arxiv.org/abs/2505.21217 https://

Frostman and Fourier characterisations of fractal dimensions
We examine Frostman-type characterisations and other extremal measure criteria for a range of fractal dimensions of sets. In particular we derive properties of the less familiar modified lower box dimension and upper correlation dimension. We also express a number of fractal dimensions in terms of Fourier properties of measures.