Tootfinder

🇺🇦 #NowPlaying on KEXP's #VarietyMix
Sly & the Family Stone:
🎵 Sing a Simple Song
#Sly #theFamilyStone
https://zhob1.bandcamp.com/track/sly-and-the-family-stone-sing-a-simple-song-kazembe-re-edit
https://open.spotify.com/track/3QbfWiLvHcAMYmdRPd9WnX

🇺🇦 #NowPlaying on BBCRadio3's #EssentialClassics
Erik Satie & Pascal Rogé:
🎵 Sports et Divertissements: Le Golf & Le Tennis
#ErikSatie #PascalRogé #newRelease 🆕 album
https://open.spotify.com/track/35GjJ0ZVY3gNyNf5ROVUoB

Was isst KI: Wichtiger Text von @… und @… fürs @… über die Zerstörung des Planeten…

Vakioaamiainen vakiokahvilassani. (Kolmas kerta kun syön tuollaisen kanamuna-tomaatti-salaatti-paprika-croissantin.) Tällä kertaa otin myös kakkupalan, lauantain kunniaksi.

Vaccinium myrtillus, Blåbær i blomstring, European. blueberry flowering.
#BloomScrolling

Here are some historical drawings by @… we coincidentally uncovered today. The original drawing that inspired the version that became Glenda (and was also philw's vismon icon, not that he approved), the drawing that became the Glenda image for Plan 9, and the hamster drawing for WFMU that mutated into the Go Gopher.

Amalgamations along surfaces with boundary in a handlebody
Siqi Ding, Fengchun Lei, Wei Lin, Andrei Vesnin
https://arxiv.org/abs/2505.22530 https://…

Amalgamations along surfaces with boundary in a handlebody
Let M be a connected orientable 3-manifold, and F a compact connected orientable surface properly embedded in M. If F cuts M into two connected 3-manifolds X and Y, that is, M=X \cup_F Y, we say that M is an amalgamation of X and Y along F; and if F cuts M into a connected 3-manifold X, we say that M is a self-amalgamation of X along F. A characterization of an amalgamation of two handlebodies along a surface, incompressible in both, to be a handlebody was obtained by Lei, Liu, Li, and Vesnin. …

An Aubin-Yau theorem for transversally K\"ahler foliations
Vlad Marchidanu
https://arxiv.org/abs/2506.03987 https://arxiv.org/pd…

An Aubin-Yau theorem for transversally Kähler foliations
Transversally Kähler foliations are a generalisation of Kähler manifolds, appearing naturally in the complex non-Kähler setting. We give a self-contained proof of how the classical methods used in the proof of the Aubin-Yau theorem adapt to the transversally Kähler case under the homological orientability condition. We apply this result to obtain a new, simpler proof of the already known Vaisman Aubin-Yau theorem.

Power-Linear Polar Directional Fields
Jiabao Brad Wang, Amir Vaxman
https://arxiv.org/abs/2506.00222 https://arxiv.org/pdf/2506.00222…

Power-Linear Polar Directional Fields
We introduce a novel method for directional-field design on meshes, enabling users to specify singularities at any location on a mesh. Our method uses a piecewise power-linear representation for phase and scale, offering precise control over field topology. The resulting fields are smooth and accommodate any singularity index and field symmetry. With this representation, we mitigate the artifacts caused by coarse or uneven meshes. We showcase our approach on meshes with diverse topologies and t…

🇺🇦 #NowPlaying on BBCRadio3's #ClassicalMixtape
Alberto Ginastera & Angel Huidobro Vega:
🎵 Suite de Danzas Criollas: Adagietto pianissimo
#AlbertoGinastera #AngelHuidobroVega
https://open.spotify.com/track/71vJmHNKMieAFDaz9m29zo