This work proposes a mathematical framework that interprets fundamental particles as projections of structures residing in dimensions different from our own. Inspired by the Platonic distinction between appearance and reality, the model employs infinite limits and exponential decay to quantify direct inaccessibility. Connected to recent advances in tests of the holographic principle (Bhattacharya et al., Phys. Rev. Lett. 2025) and projective models of quantum mechanics, the framework offers a testable prediction: a corrective term in the Heisenberg uncertainty relation at scales near the Planck length. Numerical simulations and experimental proposals support its viability. This is a preprint. Full LaTeX source available upon request.
Márcio Barbosa (Sat,) studied this question.