Tootfinder

https://bsky.app/profile/davidcolquhoun.bsky.social/post/3lpwwj3nwbk2m

heise | Lipsync-Videos selber machen – kostenlos und ohne Cloud
Lipsync-Videos auf dem eigenen Rechner mit aktueller Grafikkarte erstellen: So bringt ein kostenloses Open-Source-Modell Bilder lebensecht zum Sprechen.

"Elinkeinoelämän keskusliiton johtaja Oksala kehuu Petteri Orpon hallitusta. EK on saavuttanut monia pitkäaikaisia tavoitteitaan."
Ennen siirtymistään elinkeinoelämän palvelukseen Oksala teki pitkän uran kokoomuksen taustavaikuttajana.
Orvon hallitukselle EK johtaja antaa
arvosanan 9-. Kuka yllättyi 🤑
#hallitus

Elinkeino­elämä on saanut jo lähes kaiken haluamansa – Nyt Ilkka Oksala kertoo, mitä EK hamuaa seuraavaksi
Petteri Orpon hallitus on paras sitten Paavo Lipposen ensimmäisen hallituksen, kehuu 60 vuotta täyttänyt EK-johtaja.

The libxml2 maintainer is basically shrugging his shoulders and saying "deal with your own fucking security issues; libxml was never meant to be used in your projects" to google and the rest of the giant corporations that are using his labor without contributing back. I'm totally on board with that.
https://

Triaging security issues reported by third parties (#913) · Issues · GNOME / libxml2 · GitLab
I have to spend several hours each week dealing with security issues reported by third parties. Most of these issues aren't critical but it's still a lot of...

LiveSongs from #DreamThis #NowPlaying https://muz4now.com/2017/livesongs-fro

LiveSongs from #DreamThis #NowPlaying
Stan Stewart - @muz4now

"Libxml2’s solo maintainer drops embargoed security fixes, highlighting the burden on unpaid volunteers who keep critical open source software secure."
https://socket.dev/blog/libxml2-maintainer-ends-embargoed-vulnerability-reports

🇺🇦 #NowPlaying on KEXP's #ElSonido
Titšn:
🎵 El Rey Del Swing
#Titán
https://open.spotify.com/track/32Li90yobvScs5MuxRxw3u

On a Relation between Euler characteristics of \MakeLowercase{de} Rham cohomology and Koszul cohomology of graded local cohomology modules
Tony J. Puthenpurakal, Rakesh B. T. Reddy
https://arxiv.org/abs/2505.17597

On a Relation between Euler characteristics of \MakeLowercase{de} Rham cohomology and Koszul cohomology of graded local cohomology modules
Let $K$ be a field of characteristic zero. Let $R = K[X_0, X_1,\ldots,X_n]$ be standard graded. Let $A_{n+1}(K)$ be the $(n + 1)^{th}$ Weyl algebra over $K$. Let $I$ be a homogeneous ideal of $R$ and let $M = H^i_I(R)$ for some $i \geq 0$. By a result of Lyubeznik, $M$ is a graded holonomic $A_{n +1}(K)$-module for each $i \geq 0$. Let $χ^c(\mathbf{\partial}, M)$ ($χ^c(\mathbf{X}, M)$) be the Euler characteristics of de Rham cohomology (resp. Koszul cohomology) of $M$. We prove $χ^c(\mathb…

On a Relation between Euler characteristics of \MakeLowercase{de} Rham cohomology and Koszul cohomology of graded local cohomology modules
Tony J. Puthenpurakal, Rakesh B. T. Reddy
https://arxiv.org/abs/2505.17597

On a Relation between Euler characteristics of \MakeLowercase{de} Rham cohomology and Koszul cohomology of graded local cohomology modules
Let $K$ be a field of characteristic zero. Let $R = K[X_0, X_1,\ldots,X_n]$ be standard graded. Let $A_{n+1}(K)$ be the $(n + 1)^{th}$ Weyl algebra over $K$. Let $I$ be a homogeneous ideal of $R$ and let $M = H^i_I(R)$ for some $i \geq 0$. By a result of Lyubeznik, $M$ is a graded holonomic $A_{n +1}(K)$-module for each $i \geq 0$. Let $χ^c(\mathbf{\partial}, M)$ ($χ^c(\mathbf{X}, M)$) be the Euler characteristics of de Rham cohomology (resp. Koszul cohomology) of $M$. We prove $χ^c(\mathb…

🇺🇦 #NowPlaying on KEXP's #PositiveVibrations
Jacob Miller:
🎵 Peace Treaty Special
#JacobMiller
https://open.spotify.com/track/2LEBG2nsYU9hXera8mn33e