Floquet circuits inspired by holographic matrix models

This is a 9-day-old preprint with zero adoption signals (0 stars, 0 forks, no velocity). It presents a theoretical proposal combining known concepts: Floquet circuits, holographic matrix models, and neutral atom platforms. The novelty lies in the specific combination—using movable optical tweezers to implement Trotterized time-evolution of matrix models and demonstrating fast scrambling via Clifford circuits with stabilizer error correction. However, this is primarily a theoretical/simulation proposal without a reference implementation, codebase, or experimental validation. The paper argues what *can* be done on near-term neutral atom hardware, not what has been built. As a pure theory paper, it lacks defensibility in the traditional sense—it is neither infrastructure nor an application, but rather a proposal for future experiments. Frontier risk is medium because Google (quantum division), Atom Computing, and QuEra (all building neutral atom platforms) are actively exploring similar simulation proposals. However, the work is sufficiently specialized (focused on matrix model scrambling signatures via Clifford circuits) that it is unlikely to be directly replicated as a commercial product. It may be cited and extended, but not displaced. The integration surface is theoretical—there is no code to install or run; the contribution is intellectual and architectural. Defensibility is low because the framework is reproducible by any quantum simulation group with neutral atom access and understanding of the physics.