A. D. Popov

collaborators

2 papers

quant-ph2026

Discrete symmetries in classical and quantum oscillators

Alexander D. Popov

We consider the nature of the wave function using the example of a harmonic oscillator. We show that the eigenfunctions $ψ_{n} = z^{n}$ of the quantum Hamiltonian in the complex Bargma…

hep-th2025

Dirac particles, spin and photons

Alexander D. Popov

We describe relativistic particles with spin as points moving in phase space $X = T^{*} R^{1, 3} \times C_{L}^{2} \times C_{R}^{2}$ , where $T^{*} R^{1, 3} = R^{1, 3} \times R^{1, 3}$ is the space of coor…