Tootfinder

I think it's inevitable that AI-penned music will take over TikTok since they will not owe any rights holders money, which means they keep all of it.
UMG/Warner (and thence artists) will be fucked once we have a couple of viral AI songs on there
From: @…

Taylor Swift’s music is back on TikTok
Taylor Swift’s music was removed from TikTok when negotiations between Universal Music Group and the tech company broke down in January. A week before her next album, Swift’s music is back on the app.

Hey friends! my #prints arrived earlier than expected! I chose 30x30cm for each print and have them on my walls now. Definitely a good choice! ❤❤❤
All four are from my own #hiking trips and you might have seen them already. I am absolutely happy that I chose those.
I put them on FAA as we…

Franz Graf - Artwork Collection: 4 Squares
Browse through images in Franz Graf's 4 Squares collection. These are 4 Squares that I decided to have on my own walls

This https://arxiv.org/abs/2404.19556 has been replaced.
initial toot: https://mastoxiv.page/@arXiv_mat…

A logarithmic approximation of linearly-ordered colourings
A linearly ordered (LO) $k$-colouring of a hypergraph assigns to each vertex a colour from the set $\{0,1,\ldots,k-1\}$ in such a way that each hyperedge has a unique maximum element. Barto, Batistelli, and Berg conjectured that it is NP-hard to find an LO $k$-colouring of an LO 2-colourable 3-uniform hypergraph for any constant $k\geq 2$ [STACS'21] but even the case $k=3$ is still open. Nakajima and Živný gave polynomial-time algorithms for finding, given an LO 2-colourable 3-uniform hypergr…

Spent the evening at a music show by the Elliot Freedman Group.
It was hosted by Notional Space, a gift economy run venue that is a unique private home in my neighbourhood.
I love what Mark & Yumi are doing with the space. We need more like this.
#Vancouver #EastVan

Tsion Cafe is a kosher vegan restaurant in Harlem that celebrates Ethiopian Jewish Black Israeli pride! :tefillin:
https://www.jta.org/2024/02/12/ny/a-unique-ethiopian-israeli-cafe-in-harlem-becomes-certified-kosher-an…

Tsion Cafe, a unique Ethiopian-Israeli restaurant in Harlem, is now kosher and vegan
“It’s a beautiful way to showcase Jewish diversity,” said the eatery's owner, Beejhy Barhany.

Bear’s Sonic Journals: Sing Out!, Live at the Berkeley Community Theater, 4/25/1981 – A Historic Evening of Music Captured for Posterity | Grateful Web
#BearsSonicJournals

Bear’s Sonic Journals: Sing Out!, Live at the Berkeley Community Theater, 4/25/1981 – A Historic Evening of Music Captured for Posterity
The Owsley Stanley Foundation is thrilled to announce the release of a landmark live recording, Bear’s Sonic Journals: Sing Out!, Live at the Berkeley Community Theater, 4/25/1981, set to hit shelves and digital platforms on February 23, 2024. This exceptional collection showcases a unique assembly of Bay Area folk legends, encapsulating a night of acoustic marvels that has been described as a "mini-Woodstock."

A logarithmic approximation of linearly-ordered colourings
Tamio-Vesa Nakajima, Stanislav \v{Z}ivn\'y
https://arxiv.org/abs/2404.19556 https://<…

A logarithmic approximation of linearly-ordered colourings
A linearly ordered (LO) $k$-colouring of a hypergraph assigns to each vertex a colour from the set $\{0,1,\ldots,k-1\}$ in such a way that each hyperedge has a unique maximum element. Barto, Batistelli, and Berg conjectured that it is NP-hard to find an LO $k$-colouring of an LO 2-colourable 3-uniform hypergraph for any constant $k\geq 2$ [STACS'21] but even the case $k=3$ is still open. Nakajima and Živný gave polynomial-time algorithms for finding, given an LO 2-colourable 3-uniform hypergr…

$h$-Wasserstein barycenters
Camilla Brizzi, Gero Friesecke, Tobias Ried
https://arxiv.org/abs/2402.13176 https://arxiv.org/pdf/2402.1…

$h$-Wasserstein barycenters
We generalize the notion and theory of Wasserstein barycenters introduced by Agueh and Carlier (2011) from the quadratic cost to general smooth strictly convex costs $h$ with non-degenerate Hessian. We show the equivalence between a coupled two-marginal and a multi-marginal formulation and establish that the multi-marginal optimal plan is unique and of Monge form. To establish the latter result we introduce a new approach which is not based on explicitly solving the optimality system, but inste…