Tootfinder

Stephen Miller suggested Trump wields absolute power over decisions to send in the National Guard,
before suddenly stopping speaking in an awkward interview moment
While plenary authority suggests absolute power,
the U.S. system of separation of powers uses checks and balances to ensure that no branch, including the president, can exercise complete control.
Just before Miller turned silent,
he referred to “Title 10 of the U.S. code”,
which sets out the co…

What is plenary authority, the dictator phrase that caused Stephen Miller to stop talking during CNN interview
Miller suggests Trump wields absolute power over decisions to send in National Guard, before suddenly stopping speaking in awkward interview moment

Genauso habe ich Palmer im Kontakt auch erlebt: Wohlwollend könnte man sagen "keinerlei Interesse an Fakten”, aber angesichts Position, Bildungshintergrund und intendierter Wirkung darf man von Lüge sprechen.
https://reporter.social/@pikarl/114812281613451170

Trump Wants Border Surveillance Towers That Only Palmer Luckey Can Build
https://gizmodo.com/trump-wants-border-surveillance-towers-that-only-palmer-luckey-can-build-2000627594

MetaMask launches in-app perpetual futures trading powered by Hyperliquid, and plans to integrate Polymarket's prediction markets later this year (Danny Park/The Block)
https://www.theblock.co/post/373302/metamask-rolls-out-perpet…

🇺🇦 #NowPlaying on KEXP's #VarietyMix
Eddie Palmieri:
🎵 Mi Novia (Interludio de Eddie Palmieri)
#EddiePalmieri

First Plan Then Evaluate: Use a Vectorized Motion Planner for Grasping
Martin Matak, Mohanraj Devendran Ashanti, Karl Van Wyk, Tucker Hermans
https://arxiv.org/abs/2509.07162 ht…

First Plan Then Evaluate: Use a Vectorized Motion Planner for Grasping
Autonomous multi-finger grasping is a fundamental capability in robotic manipulation. Optimization-based approaches show strong performance, but tend to be sensitive to initialization and are potentially time-consuming. As an alternative, the generator-evaluator-planner framework has been proposed. A generator generates grasp candidates, an evaluator ranks the proposed grasps, and a motion planner plans a trajectory to the highest-ranked grasp. If the planner doesn't find a trajectory, a new tr…

Planar Tur\'{a}n numbers of three configurations
Xuqing Bai, Zhipeng Gao, Ping Li
https://arxiv.org/abs/2509.06131 https://arxiv.org/pdf/2509.06131

Planar Turán numbers of three configurations
The planar Tuán number of $H$, denoted by $ex_{\mathcal{P}}(n,H)$, is defined as the maximum number of edges in an $n$-vertex $H$-free planar graph. The exact value of $ex_{\mathcal{P}}(n,H)$ remains a mystery when $H$ is large (for example, $H$ is a long path or a long cycle), while tight bounds have been established for many small planar graphs such as cycles, paths, $Θ$-graphs and other small graphs formed by a union of them. One representative graph among such union graphs is $K_1+L$ wh…

🇺🇦 Auf #radioeins läuft...
Robert Palmer:
🎵 Johnny And Mary
#NowPlaying #RobertPalmer
https://djeclectico.bandcamp.com/track/robert-palmer-johnny-and-mary-edit-dj-ecl-ctico
https://open.spotify.com/track/0ldTcpmFsxEASGiBBIfVLW

Packing, Phase Separation and Interface Compatibility in Reversibly Crosslinked Polymers
Abhishek S. Chankapure, Rahul Karmakar, Srikanth Sastry, Sanat K. Kumar, Tarak K. Patra
https://arxiv.org/abs/2509.05969

Packing, Phase Separation and Interface Compatibility in Reversibly Crosslinked Polymers
Vitrimers are a class of crosslinked polymer that are capable of undergoing bond exchange reactions, allowing structural reorganization while maintaining overall network integrity. Two key features that are particularly relevant when this vitrimer concept is used to compatibilize immiscible polymer blends are how they affect the (i) bulk polymer density and (ii) interfacial activity of the crosslink groups. To probe these issues, we model both a bulk polymer melt and a thin film of a polymer me…

The 3-state Potts model on planar triangulations: explicit algebraic solution
Mireille Bousquet-M\'elou, Hadrien Notarantonio
https://arxiv.org/abs/2510.08414 https://

The 3-state Potts model on planar triangulations: explicit algebraic solution
We consider the $3$-state Potts generating function $T(ν,w)$ of planar triangulations; that is, the bivariate series that counts planar triangulations with vertices coloured in $3$ colours, weighted by their size (number of vertices, recorded by the variable $w$) and by the number of monochromatic edges (variable $ν$). This series was proved to be algebraic 15 years ago by Bernardi and the first author: this follows from its link with the solution of a discrete differential equation (DDE), …