Magnetic moment of the two-particle bound state in quantum electrodynamics

Abstract

We have formulated the quasipotential method for the calculation of the relativistic and radiative corrections to the magnetic moment of the two-particle bound state in the case of particles with arbitrary spin. It is shown that the g-factors of bound particles contain $O({\alpha }^2)$ terms depending on the particle spin. Numerical values for the g-factors of the electron in the hydrogen atom and deuterium are obtained.

Talk presented at Nuclear Physics Department Conference "Physics of Fundamental Interactions" Russian Academy of Sciences, ITEP, Moscow, 27 November-1 December 2000. 11 pages, 1 figure uses linedraw.sty

References in corpus (3)

• CODATA Recommended Values of the Fundamental Physical Constants: 2010
• Massive Spin 3/2 Electrodynamics
• Anomalous magnetic moment of a bound electron

Cited by in corpus (2)

• CODATA Recommended Values of the Fundamental Physical Constants: 2010
• Universal Binding and Recoil Corrections to Bound State $g$-Factors