Lorenz field study 01
A family of Lorenz attractor trajectories rendered as dense phase-space fields, exploring parameter drifts, seeding patterns, and multi-axis motion paths for future animation.
dynamical systems / motion test
Elxsis works at the intersection of computation and scientific imagination, developing visual research across dynamical systems, astrophysical data, quantum structures, and emergent mathematical forms. Our work combines scientific modelling with high-resolution computational design to reveal new aesthetic and structural possibilities.

Elxsis is a computational art and research studio working with dynamical systems, astrophysical data, quantum structures, and other scientific models. This site will gradually collect experiments, motion studies, and large-scale print work, alongside notes on process and collaborations.
A family of Lorenz attractor trajectories rendered as dense phase-space fields, exploring parameter drifts, seeding patterns, and multi-axis motion paths for future animation.
dynamical systems / motion test
High-resolution visualisations of Weyl group symmetries arranged as a modular grid, designed as a bridge between pure mathematics and large-format print editions.
algebraic structures / print series
Early-phase mappings of Gaia data, testing different ways to encode density, temperature, and luminosity for narrative large-scale star-field prints and installations.
astrophysical data / mapping