Beeri Research, directed by Ido Beeri, studies structural limits in the foundations of quantum mechanics using standard functional analysis and spectral graph theory.
The current program examines the cost of exact spatial localization: under the finite-energy postulate, sharp truncation of a wavefunction and persistent open voids face functional-analytic obstructions — established as a theorem for massive particles in the Coulomb bound-state sector, with the continuous-spectrum and photonic cases explicitly scoped as open. No ad-hoc collapse mechanisms or hidden variables are introduced; the constraints follow from Sobolev form-domain analysis under standard dynamics.
A complementary line translates these continuous limits into discrete graph-Laplacian models, yielding computationally reproducible, gauge-invariant constraints on recurrence suppression and single-site observability in finite baths.
Publications
Beeri, I. (2026). The Cost of Exactness: A Functional-Analytic Taxonomy for Three-Dimensional Wavefunction Realism. Zenodo preprint. doi:10.5281/zenodo.20836306
Beeri, I. (2026). The Limits of Recurrence Suppression: Symmetry-Breaking and Participation in Discrete Baths. Zenodo preprint. doi:10.5281/zenodo.20836412
Computational repository — deterministic scripts for all numerical claims: doi:10.5281/zenodo.20835018
Contact
Ido Beeri
Principal Investigator
ORCID: 0009-0002-7061-9979
Member, American Physical Society (APS DQI)
Member, Israel Physical Society (IPS)
ido@beeri-research.org