Physics

A proposed finite Latent encoding for gravitational three-body trajectories, with convergence and formalization status separated from the main claim.

We extend the finite Latent representation of the gravitational three-body problem [Nagy 2026g] to the general $N$-body case.

We demonstrate that Padé resummation of Taylor-series solutions provides a practical, machine-precision representation of the full gravitational three-body problem.

We pre-register and test a spectral-error-mitigation prediction for the two-qubit gate fidelity of Quantum Inspire's Tuna-9 9-qubit transmon processor and execute it in four cryptographically timestamped stages.

A speculative grade-ratio model for fundamental constants, with formalized arithmetic components and explicit physical assumptions.