$$ \mathcal{Z}= \int \mathcal{D}g~\mathcal{D}\psi~\mathcal{D}A~\mathcal{D}\Phi~\exp \left\{ i\int d^{4}x\sqrt{-g} \left[ \frac{M_\textrm{Pl}^{2}}{2}R - \frac{1}{4} F^a_{\mu\nu} F_a^{\mu\nu} + i \bar{\psi}_i \not\nabla \psi_i + \left( \bar{\psi}_i^L V_{i j} \Phi \psi_j^R + \textrm{h.c.} \right) - |\nabla \Phi|^2 - V(\Phi) \right] \right\} $$
About Me
I am a developer and researcher with a PhD in theoretical high energy physics. My recent work has mostly revolved around machine learning, optimization and computational general relativity. I use and work on open source tools and I frequently collaborate with the Julia Programming Language community.
Projects
I mostly work in Julia but am also enthusiastic about zig, rust and, when I can remember the syntax, more esoteric stuff like haskell. My hobby projects are mostly related to physics and typically involve differential equations, GPU programming and machine learning, but I also do work on numerical tools and data engineering. My work projects (not publicly available) involve mixed integer linear or conic optimization, machine learning and optimal control theory. See a partial list of my projects here.
Notes and Documentation
My Linux Config
Currently I run all my real-hardware machines on Manjaro Linux using the hyprland WM with
nushell and neovim.
Here is a list of software tools I consider essential.