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Maybe. The challenge you run into for devising radically new theory is that the optimization problem being solved in this work takes place within a broad but st
by heyitsguay 6y ago
Maybe. The challenge you run into for devising radically new theory is that the optimization problem being solved in this work takes place within a broad but still-constrained "theory space". Specifically, from my quick read of it it looks like they're inferring components of a PDE of the form u_t = ϕL, where ϕ is a large dictionary of possible functions of u and its spatial derivatives, and L is a sparse coefficient matrix. This form covers a really broad class of PDEs, but for example, whatever theory ends up unifying QM and gravity probably won't be a fancier PDE of this form that we haven't found yet.