I recently read a paper [1] by the author of asymetric numerical systems fame, Jarek Duda, which I found a fun dive into what I realized was Bohmian mechanics. It was chuck full of typos and hand waiving, but it was pretty approachable as a short dive through how one might get from basic mechanics of ellipsoid potentials to standard model particles. It posits a view of maximum entropy among all potential paths in space-time in a Lagrangian framework determines physics. Fun to think about, but I'm not sure if anyone has explored enough to see if it really can get to some of the tricky corners of phenomenology.

[1] "Four-dimensional understanding of quantum mechanics" https://arxiv.org/abs/0910.2724