Putting the generative drama aside a nice write up by Terry Tao on the Navier Stokes advances
It would seem that Buckmaster & Apolge were well on the way & OpenAI has a full solution already with the same approach
Emad Mostaque 分享 Terry Tao 关于不可压缩多孔介质 Boussinesq 与不可压缩 Euler 方程有限时间爆破进展的博客文章,链接为 https://terrytao.wordpress.com/2026/09/07/finite-time-blowup-with-smooth-forcing-term-for-the-incompressible-porous-medium-boussinesq-and-incompressible-euler-equations/ 。他称 Buckmaster 与 Apolge 已走在这条路上,并表示 OpenAI 按同样思路已有完整解法。
Emad Mostaque 分享 Terry Tao 关于不可压缩多孔介质 Boussinesq 与不可压缩 Euler 方程有限时间爆破进展的博客文章,链接为 https://terrytao.wordpress.com/2026/09/07/finite-time-blowup-with-smooth-forcing-term-for-the-incompressible-porous-medium-boussinesq-and-incompressible-euler-equations/ 。他称 Buckmaster 与 Apolge 已走在这条路上,并表示 OpenAI 按同样思路已有完整解法。
Putting the generative drama aside a nice write up by Terry Tao on the Navier Stokes advances
It would seem that Buckmaster & Apolge were well on the way & OpenAI has a full solution already with the same approach
来源:Emad· x.com