Ash (@quantash_) 's Twitter Profile
Ash

@quantash_

Quant,Data scientist, full stack MlAI practitioner polymath Biohacker,Cyberpunk,bassist,spiritual badass. exponential entrepreneur, space nerd.

ID: 255738232

linkhttps://linktr.ee/QuantAsh calendar_today21-02-2011 23:39:06

1,1K Tweet

774 Followers

1,1K Following

Ash (@quantash_) 's Twitter Profile Photo

Harvard Scientist Rewrites the Rules of Quantum Mechanics | Scott Aarons... youtu.be/5rbC3XZr9-c?si… via YouTube , might be my new fav

Google DeepMind (@googledeepmind) 's Twitter Profile Photo

Introducing AlphaEvolve: a Gemini-powered coding agent for algorithm discovery. It’s able to: 🔘 Design faster matrix multiplication algorithms 🔘 Find new solutions to open math problems 🔘 Make data centers, chip design and AI training more efficient across Google. 🧵

Mathurin Videau (@mathuvu_) 's Twitter Profile Photo

We present an Autoregressive U-Net that incorporates tokenization inside the model, pooling raw bytes into words then word-groups. AU-Net focuses most of its compute on building latent vectors that correspond to larger units of meaning. Joint work with Badr Youbi Idrissi 1/8

We present an Autoregressive U-Net that incorporates tokenization inside the model, pooling raw bytes into words then word-groups. AU-Net focuses most of its compute on building latent vectors that correspond to larger units of meaning.
Joint work with <a href="/byoubii/">Badr Youbi Idrissi</a> 1/8
Ash (@quantash_) 's Twitter Profile Photo

Great conversation 😎Top Physicists Call Out Many Worlds As Nonsense | Jacob Barandes Λ Emily... youtu.be/rw1ewLJUgOg?si… via Curt Jaimungal

Curt Jaimungal (@toewithcurt) 's Twitter Profile Photo

Harvard physicist Jacob Barandes returns with a groundbreaking insight that could reshape quantum theory. By questioning a single hidden assumption, Jacob bridges the gap between classical probability and quantum mechanics. This ‘mathematical accident’ challenges the foundations

Eva Miranda (@evamirandag) 's Twitter Profile Photo

We have constructed Turing complete Navier-Stokes steady states via cosymplectic geometry. You can read it here: arxiv.org/abs/2507.07696