Padre · 2098172520180400327 · Mike @mike_mates · 2026-09-10 · en X

Citaba a · 2097751686567649489 · Joonas Nättilä @joonas_nattila · 2026-09-09 · en X

Visualization of the Navier-Stokes blowup solution: left- and right-handed swirls (blue and purple) wind up while the axial flow (brown) shrinks, but slower. As a result, the vortex core develops a singularity. https://t.co/D3JpdqAOiL

¿Hay alguna simulación de estas que sea correcta? 🤔

@mike_mates ???

https://t.co/XlOT8OUSYI

Cita · 2098345864943005934 · Carlos E. Perez @IntuitMachine · 2026-09-11 · en X

2-body problem is integrable. 3-body becomes chaotic.

2D Navier–Stokes stays smooth. OpenAI discovers that 3D NS leads to singularities.

Same lesson: one extra degree of freedom can unlock an entirely new mechanism.

“More degrees of freedom” becomes “different mathematics.” https://t.co/OAMxKJku4U