Tootfinder

This https://arxiv.org/abs/1905.05867 has been replaced.
link: https://scholar.google.com/scholar?q=a

On Borel subalgebras of quantum groups
For a quantum group, we study those right coideal subalgebras, for which all irreducible representations are one-dimensional. If a right coideal subalgebra is maximal with this property, then we call it a Borel subalgebra. Besides the positive part of the quantum group and its reflections, we find new unfamiliar Borel subalgebras, for example, ones containing copies of the quantum Weyl algebra. Given a Borel subalgebra, we study its induced (Verma-)modules and prove among others that they hav…

Splatoon: splosh
An online shooter - from Nintendo. And as such it's not really an online shooter at all, it's an online competitive painting game where everything is jolly and fun. Immense fun. Even the (limited) single player game is just pure fun. Look at the colours! Look at the character designs! I've played online more than offline so far, which is incredibly unusual for me. It's just so well designed and ... fun. Immense fun.

What Cannot be Skipped About the Skiplist: A Survey of Skiplists and Their Applications in Big Data Systems
Venkata Sai Pavan Kumar Vadrevu, Lu Xing, Walid G. Aref
https://arxiv.org/abs/2403.04582

What Cannot be Skipped About the Skiplist: A Survey of Skiplists and Their Applications in Big Data Systems
Skiplists have become prevalent in systems. The main advantages of skiplists are their simplicity and ease of implementation, and the ability to support operations in the same asymptotic complexities as their tree-based counterparts. In this survey, we explore skiplists and their many variants. We highlight many scenarios of how skiplists are useful and fit well in these usage scenarios. We study several extensions to skiplists to make them fit for more applications, e.g., their use in the mult…

Monoidal Context Theory
Mario Rom\'an
https://arxiv.org/abs/2404.06192 https://arxiv.org/pdf/2404.06192

Monoidal Context Theory
We universally characterize the produoidal category of monoidal lenses over a monoidal category. In the same way that each category induces a cofree promonoidal category of spliced arrows, each monoidal category induces a cofree produoidal category of monoidal spliced arrows; monoidal lenses are the free normalization of the cofree produoidal category of monoidal spliced arrows. We apply the characterization of symmetric monoidal lenses to the analysis of multi-party message-passing protocols. …

Handig toch die ‘lockdowns’? Je kunt ze werkelijk *overal* de schuld van geven. Zonder dat een journalist zich afvraagt of daar wel enige grond voor is, anders dan de onderbuik.
Stuk uit Trouw, (Trouw is stuk?) … het hele stuk deel ik maar niet, echt de moeite niet waard.

Kawakami: A Danielle Hunter splash and the rest of a potentially perfect 49ers free-agent wish list https://theathletic.com/5325101/2024/03/08/49ers-free-agency-danielle-hunter-wish-list/

Kawakami: A Danielle Hunter splash and the rest of a potentially perfect 49ers free-agent wish list
The 49ers have made big additions in each of the past two springs. Can they do it again with Hunter ... and maybe Odell Beckham Jr.?

Des scientifiques passionnés de #Dune n’avaient pas attendu les films pour se poser la grande question: est-ce qu’une planète comme #Arrakis serait possible? Et les vers des sables, eux? Le Détecteur de rumeurs s’est penché sur leurs réponses.

Dune est-elle scientifiquement plausible? Oui et non
Des scientifiques passionnés de Dune n’avaient pas attendu les films pour se poser la grande question: est-ce qu’une planète comme Arrakis serait possible? Et les vers des sables, eux?

"Vertrauen Sie mir! Ihre Spielesammlung ist in guten Händen"
Das https://www.spielehotel.de/ war ein toller Urlaub! Leider läuft die Pacht aus und Ende des Monats ist Schluss in Graach. Hoffen, dass Klaus und seine mehr als 400 Spiele bald woanders unterkommen 🤞

This https://arxiv.org/abs/1810.07308 has been replaced.
link: https://scholar.google.com/scholar?q=a

Bethe subalgebras in Yangians and the wonderful compactification
We study the family of Bethe subalgebras in the Yangian $Y(\mathfrak{g})$ parameterized by the corresponding adjoint Lie group $G$. We describe their classical limits as subalgebras in the algebra of polynomial functions on the formal Lie group $G_1[[t^{-1}]]$. In particular we show that, for regular values of the parameter, these subalgebras are free polynomial algebras with the same Poincare series as the Cartan subalgebra of the Yangian. Next, we extend the family of Bethe subalgebras to the…

Kawakami: A Danielle Hunter splash and the rest of a potentially perfect 49ers free-agent wish list https://theathletic.com/5325101/2024/03/08/49ers-free-agency-danielle-hunter-wish-list/

Kawakami: A Danielle Hunter splash and the rest of a potentially perfect 49ers free-agent wish list
The 49ers have made big additions in each of the past two springs. Can they do it again with Hunter ... and maybe Odell Beckham Jr.?