
Tifenn HIRTZLIN
@tifennhirtzlin
Researcher in Neuromorphic Computing at CEA Leti trying to understand deeply the simple things
*Crazy for mountains
ID: 186458345
03-09-2010 14:30:53
362 Tweet
190 Followers
217 Following





As we move towards more powerful AI, it becomes urgent to better understand the risks in a mathematically rigorous and quantifiable way and use that knowledge to mitigate them. More in my latest blog entry where I describe our recent paper on that topic. yoshuabengio.org/2024/08/29/bou…

Many AI experts, including Mila’s Yoshua Bengio and Alondra Nelson Nelson, Harold F. Linder Professor at the Institute for Advanced Study (IAS), put forward the Manhattan Declaration after a High-level meeting at the United Nations General Assembly. Read the Declaration: mila.quebec/en/news/milas-…






🚨 New paper alert! [NeurIPS 2024 spotlight] 🚨 Trajectory Flow Matching with Applications to Clinical Time Series Modeling ⏳📈 With: Yuan Pu , Yuki Kawamura 川村祐貴 , Andrew Loza, Yoshua Bengio, Dennis Shung, Alex Tong 💻: github.com/nZhangx/Trajec… 📄: arxiv.org/abs/2410.21154 🧵👇
![Xi (Nicole) Zhang (@nzhang211) on Twitter photo 🚨 New paper alert! [NeurIPS 2024 spotlight] 🚨
Trajectory Flow Matching with Applications to Clinical Time Series Modeling ⏳📈
With: <a href="/yuanpu__/">Yuan Pu</a> , <a href="/YukiKawamura_/">Yuki Kawamura 川村祐貴</a> , Andrew Loza, <a href="/Yoshua_Bengio/">Yoshua Bengio</a>, <a href="/dlshung/">Dennis Shung</a>, <a href="/AlexanderTong7/">Alex Tong</a>
💻: github.com/nZhangx/Trajec…
📄: arxiv.org/abs/2410.21154
🧵👇 🚨 New paper alert! [NeurIPS 2024 spotlight] 🚨
Trajectory Flow Matching with Applications to Clinical Time Series Modeling ⏳📈
With: <a href="/yuanpu__/">Yuan Pu</a> , <a href="/YukiKawamura_/">Yuki Kawamura 川村祐貴</a> , Andrew Loza, <a href="/Yoshua_Bengio/">Yoshua Bengio</a>, <a href="/dlshung/">Dennis Shung</a>, <a href="/AlexanderTong7/">Alex Tong</a>
💻: github.com/nZhangx/Trajec…
📄: arxiv.org/abs/2410.21154
🧵👇](https://pbs.twimg.com/media/GbEmZv9aQAAOS_i.jpg)





We often think of an "equilibrium" as something standing still, like a scale in perfect balance. But many equilibria are dynamic, like a flowing river which is never changing—yet never standing still. These dynamic equilibria are nicely described by so-called "detailed balance"



