Anima Anandkumar
Vintage: 2026-09. Primary evidence is @AnimaAnandkumar plus the issuer blog Stable Singularity of the Euler Equations on R^3 without forcing (dated Sep 7, 2026), as synthesized in 2026-09-08-x-morning-buckmaster-alpoge-ai-fluid-proofs-openai-credit. Keep as candidate / partial formalization.
Anima Anandkumar
One-line summary: Reported a PINN-found unforced 3D Euler singularity candidate on R^3 (X, 8 Sep 2026; blog dated 7 Sep). Contrasts with Buckmaster–Alpöge with forcing. Tao (via her cite) notes rigorous stability demonstration still lacking.
What it is
A named researcher announcing a parallel Euler-singularity track. Full treatment: anandkumar-unforced-euler-candidate. Co-authors named in the clip (Adarsh Ganeshram, Valentin Duruisseaux) do not get person pages this pass.
Why it matters to this thread
Unforced vs forced Euler is the grain that keeps this distinct from buckmaster-alpoge-forced-blowups and from Clay unforced Navier–Stokes. AI-for-science / PINN + spline-certified bounds is in-scope.
Key facts (from 2026-09-08-x-morning-buckmaster-alpoge-ai-fluid-proofs-openai-credit)
- From 2026-09-08-x-morning-buckmaster-alpoge-ai-fluid-proofs-openai-credit (@AnimaAnandkumar, 2026-09-08): “We have found stable singularity on 3D Euler!” linking Stable Singularity of the Euler Equations on R^3 without forcing.
- From the same source (issuer blog): PINN finds approximate self-similar blowup on free space without boundary or forcing; refine with splines for certified bounds; transport-field study for linear damping; contrasts with Buckmaster–Alpöge with forcing.
- From the same source (@AnimaAnandkumar): Tao Mastodon acknowledgment amplified. Tao (via Anima’s cite) notes rigorous stability demonstration still lacking.
What this source does not establish
- Not a Clay Millennium unforced Navier–Stokes prize. Unforced Euler candidate ≠ Clay NS.
- Not a finished formalization. Candidate / partial; stability demonstration still lacking per Tao-via-Anima.
- No person pages for Ganeshram, Duruisseaux, or Terence Tao.
- Not speaker-aware.