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Nebula in El Segundo is seeking a GPU and numerical methods engineer to build the linear algebra and GPU compute under a multiphysics solver stack. You will optimize matrix-free operators, Krylov solvers, and preconditioning, using Vulkan, CUDA or HIP to deliver fast, reproducible solves.
You should have a degree in CS or applied mathematics and hands-on GPU kernel experience with sparse linear algebra, mixed precision, and deterministic results.
Your role is to build the linear algebra and GPU compute underneath a multiphysics solver stack, and make every solve fast, reproducible and interactive. Continuum Engine is our design and simulation tool: it turns design intent into geometry a production process can build.
The numerical side is matrix-free operators, Krylov methods and preconditioning, mixed precision and deterministic reductions. The compute side is Vulkan kernels, memory layout and occupancy judged against a roofline.
You will own the solver substrate and the performance floor: one substrate electromagnetics, conduction and elasticity share, the benchmarks that keep it from eroding, the fidelity tiers and warm sessions that keep the loop interactive, and the reproducibility guarantee every result rests on.
We are looking for computer scientists, computational scientists and applied mathematicians with experience and interest in sparse and iterative linear algebra, preconditioning and multigrid, GPU kernel performance, and numerical reproducibility.
Every role works with our AI systems daily. What can be deterministic, must be. You need no AI background; we prefer people without one. We hire for your knowledge and experience in the field first, so you can steer the ship; the tooling is a learning curve we expect you to take on.
We work on-site in El Segundo. This is hard work, but you will be rewarded with equity in a company we believe will become one of the world's most valuable.
$100k to $350k base salary, plus equity