Tootfinder

Look at this Rothschild thread.
Wow,wow,wow
https://x.com/vrotocol/status/1762078225239290005?s=61

🦍Sno™️🥶 (@vrotocol) on X
Lord Jacob Rothschild and Marina Abramović stand in front of Satan summoning his Legions. Jacob Rothschild just died.

Good.
Good.
“Trump ordered to pay E. Jean Carroll $83.3M in defamation damages trial”
https://www.washingtonpost.com/politics/2024/01/26/trump-verdict-e-jean-carroll-defamation-trial/

Live updates: Trump ordered to pay E. Jean Carroll $83.3M in defamation damages trial
The jury has reached a verdict in Donald Trump’s defamation damages trial involving writer E. Jean Carroll.

freu mich schon drauf wenn reul und faeser sich durch die vorratsdaten klicken und dabei vor allem trööts vom eichkat3r finden
https://www.sueddeutsche.de/politik/em-terror-anschlag-sicherheit-grenzkon…

Vertex Ranking of Degenerate Graphs
John Iacono, Piotr Micek, Pat Morin, Bruce Reed
https://arxiv.org/abs/2404.16340 https://arxiv.or…

Vertex Ranking of Degenerate Graphs
An $\ell$-vertex-ranking of a graph $G$ is a colouring of the vertices of $G$ with integer colours so that in any connected subgraph $H$ of $G$ with diameter at most $\ell$, there is a vertex in $H$ whose colour is larger than that of every other vertex in $H$. The $\ell$-vertex-ranking number, $χ_{\ell-\mathrm{vr}}(G)$, of $G$ is the minimum integer $k$ such that $G$ has an $\ell$-vertex-ranking using $k$ colours. We prove that, for any fixed $d$ and $\ell$, every $d$-degenerate $n$-vertex gr…

NIS2: Umsetzung auf Verdacht​
Die Vorbereitungen zur Umsetzung der NIS2-Richtlinie laufen auf Hochtouren. Allerdings gibt es noch offene Fragen und Unstimmigkeiten.
https://www.heise.de/news/NIS2-Umsetzung-a

Simon Harris har nu bekräftats som ny ledare för Fine Gael – och därmed också Irlands nya premiärminister. Skrev detta om honom för ett par dagar sen: https://www.dn.se/varlden/han-vantas-ta-over-efter-leo-varadkar-i-irland/

Simon Harris väntas ta över efter Leo Varadkar i Irland
Simon Harris väntas ta över som premiärminister efter Leo Varadkar i Irland

Winter hydroponic lettuce adventure thread, year 2:
Dec 2nd: set some lettuce seeds on damp cotton balls, 2 per cell to start seedlings for my winter run of kratky hydroponics lettuce. Half of these varieties faired well in hydroponics last winter and spring, so I'm confident they'll work again. Had great runs with red romaine and butter crunch lettuce. Added a few new varieties this year to test.

Look at this Rothschild thread.
Wow,wow,wow
https://x.com/vrotocol/status/1762078225239290005?s=61

🦍Sno™️🥶 (@vrotocol) on X
Lord Jacob Rothschild and Marina Abramović stand in front of Satan summoning his Legions. Jacob Rothschild just died.

Vertex Ranking of Degenerate Graphs
John Iacono, Piotr Micek, Pat Morin, Bruce Reed
https://arxiv.org/abs/2404.16340 https://arxiv.or…

Vertex Ranking of Degenerate Graphs
An $\ell$-vertex-ranking of a graph $G$ is a colouring of the vertices of $G$ with integer colours so that in any connected subgraph $H$ of $G$ with diameter at most $\ell$, there is a vertex in $H$ whose colour is larger than that of every other vertex in $H$. The $\ell$-vertex-ranking number, $χ_{\ell-\mathrm{vr}}(G)$, of $G$ is the minimum integer $k$ such that $G$ has an $\ell$-vertex-ranking using $k$ colours. We prove that, for any fixed $d$ and $\ell$, every $d$-degenerate $n$-vertex gr…

This https://arxiv.org/abs/2302.11642 has been replaced.
initial toot: https://mastoxiv.page/@arXiv_mat…

The Isomorphism Problem for cominuscule Schubert Varieties
Cominuscule flag varieties generalize Grassmannians to other Lie types. Schubert varieties in cominuscule flag varieties are indexed by posets of roots labeled long/short. These labeled posets generalize Young diagrams. We prove that Schubert varieties in potentially different cominuscule flag varieties are isomorphic as varieties if and only if their corresponding labeled posets are isomorphic, generalizing the classification of Grassmannian Schubert varieties using Young diagrams by the last …