Tootfinder

Jasmine Crockett "strongly" considering U.S. Senate bid (Andrew Solender/Axios)
https://www.axios.com/2025/10/22/jasmine-crockett-us-senate-texas-paxton-cornyn
http://www.memeorandum.com/251022/p89#a251022p89

🇺🇦 #NowPlaying on BBCRadio3's #BBCProms
Ludwig van Beethoven, Clara Cecilie Thomsen, Jasmin White, Issachah Savage, Adam Pałka, Danish National Symphony Orchestra, Danish National Concert Choir & Fabio Luisi:
🎵 Symphony No. 9 in D minor, 'Choral'
#LudwigvanBeethoven

🇺🇦 #NowPlaying on KEXP's #MiddayShow
Jasmyn:
🎵 In the Wild (Reimagined)
#Jasmyn
https://jasmynmusic.bandcamp.com/album/in-the-wild

Hamiltonian Cycles in Simplicial and Supersolvable Hyperplane Arrangements
Veronika K\"orber, Tobias Schnieders, Jan Stricker, Jasmin Walizadeh
https://arxiv.org/abs/2508.14538

Hamiltonian Cycles in Simplicial and Supersolvable Hyperplane Arrangements
Motivated by the Gray code interpretation of Hamiltonian cycles in Cayley graphs, we investigate the existence of Hamiltonian cycles in tope graphs of hyperplane arrangements, with a focus on simplicial, reflection, and supersolvable arrangements. We confirm Hamiltonicity for all 3-dimensional simplicial arrangements listed in the Grünbaum--Cuntz catalogue. Extending earlier results by Conway, Sloane, and Wilks, we prove that all restrictions of finite reflection arrangements, including all We…

Hypergeometric decomposition of Delsarte K3 pencils
Rachel Davis, Jessamyn Dukes, Eli Orvis, Thais Ribeiro, Adriana Salerno, Leah Sturman, Ursula Whitcher
https://arxiv.org/abs/2508.15049

Hypergeometric decomposition of Delsarte K3 pencils
We study five pencils of projective quartic Delsarte K3 surfaces. Over finite fields, we give explicit formulas for the point counts of each family, written in terms of hypergeometric sums. Over the complex numbers, we match the periods of the corresponding family with hypergeometric differential operators and series. We also obtain a decomposition of the $L$-function of each pencil in terms of hypergeometric $L$-series and Dedekind zeta functions. This gives an explicit description of the hype…

🇺🇦 #NowPlaying on #BBC6Music's #NewMusicFix
Joyce Manor:
🎵 All My Friends Are So Depressed
#JoyceManor
#newRelease 🆕 single
https://joycemanor.bandcamp.com/track/all-my-friends-are-so-depressed
https://open.spotify.com/track/1B96kEGScLcBqZNlKycVsR

MOHAF: A Multi-Objective Hierarchical Auction Framework for Scalable and Fair Resource Allocation in IoT Ecosystems
Kushagra Agrawal, Polat Goktas, Anjan Bandopadhyay, Debolina Ghosh, Junali Jasmine Jena, Mahendra Kumar Gourisaria
https://arxiv.org/abs/2508.14830

MOHAF: A Multi-Objective Hierarchical Auction Framework for Scalable and Fair Resource Allocation in IoT Ecosystems
The rapid growth of Internet of Things (IoT) ecosystems has intensified the challenge of efficiently allocating heterogeneous resources in highly dynamic, distributed environments. Conventional centralized mechanisms and single-objective auction models, focusing solely on metrics such as cost minimization or revenue maximization, struggle to deliver balanced system performance. This paper proposes the Multi-Objective Hierarchical Auction Framework (MOHAF), a distributed resource allocation mech…

📸 Mémoire du 14 juin 2018
Sept ans ont passé depuis ce post.
Et pourtant, la justice n’a toujours pas terminé son travail.
En Belgique, le jugement définitif est tombé en 2022. Mais en 2025, certaines indemnisations sont encore bloquées. Des victimes attendent toujours que leur souffrance soit reconnue dans les faits, pas seulement dans les mots.
En France, l’affaire OKC/Spatz a été relancée en 2017, réouverte officiellement en 2021. Et aujourd’hui ? Toujours aucune mis…

#Jesień dotarła do Iłowej.
https://www.openstreetmap.org/?mlat=51.48253&mlon=15.20679#map=14/51.48253/15.20679

🇺🇦 #NowPlaying on #BBC6Music's #ChrisHawkins
jasmine.4.t:
🎵 I Can't Believe I Did This Without You
#jasmine4t
https://open.spotify.com/track/2uUcGC1TYeLSvH9iB7LbnV