activity
20142026
most citedQuantum mechanics of the free Dirac electrons and Einstein photons, and the Cauchy process

2 citations · 3 across the 6 of their papers we have counts for

collaborators

6 papers

physics.gen-ph2026

The quantum mechanics of Einstein photons and generalized functions

Aleksandr Beilinson

The article consider an interpretation of Majorana equations as a quantum Lorentz covariant equations for the field of Einstein photon. A photon with "deinterlaced" spins (with dia…

physics.gen-ph2023

On certain paradoxical properties of Einstein photon fields and Dirac electron-positron fields

Aleksandr Beilinson

The article shows that the photons and electrons in the states with "deinterlaced" spins, which are isomorphic to their usual wave state "Feynman paths", but also having a power to…

physics.gen-ph2023

The generalized quantum mechanics of Einstein «deinterlaced» photon and Casimir force

A. A. Beilinson

Based on Majorana equations the e.-m. field as initially quantum object having isomorphic representation as quantum field of «deinterlaced» photon is considered. Th…

math-ph2015

An analog of the Feynman-Kac formula for Dirac's electron in electromagnetic field and the correspondence principle

A. A. Beilinson

The article describes a relation between the fundamental solutions of Dirac's equations for free electron and electron in given electromagnetic field viewed as functionals on bump…

math-ph2015★ 1 cited

The quantum Cauchy functional and space-time approach to relativistic quantum mechanics

A. A. Beilinson

We construct generalized quantum Cauchy pre-measures that correspond to the analytic continuation of the transition probability of the Cauchy process to imaginary time. We show tha…

quant-ph2014★ 2 cited

Quantum mechanics of the free Dirac electrons and Einstein photons, and the Cauchy process

A. A. Beilinson

Fundamental solutions for the free Dirac electron and Einstein photon equations in position coordinates are constructed as matrix valued functionals on the space of bump functions.…