activity
19992022
most citedCritical comments on quantization of the angular momentum: I. Analysis based on the physical requirement on eigenfunctions and on the commutation relations

1 citations · 2 across the 4 of their papers we have counts for

collaborators

4 papers

physics.gen-ph2022

Novel Outlook on the Eigenvalue Problem for the Orbital Angular Momentum Operator

George Japaridze, Anzor Khelashvili, Koba Turashvili

Based on the novel prescription for the power of a complex number, a new expression for the eigenfunction of the operator of the third component of the angular momentum is presente…

physics.gen-ph2020★ 1 cited

Critical comments on the quantization of the angular momentum: II. Analysis based on the requirement that the eigenfunction of the third component of the operator of the angular momentum must be a single valued periodic function

G. Japaridze, A. Khelashvili, K. Turashvili

We discuss the requirement of single valuedness and periodicity of eigenfunction of the third component of the operator of angular momentum. This condition, imposed on a non observ…

physics.gen-ph2019★ 1 cited

Critical comments on quantization of the angular momentum: I. Analysis based on the physical requirement on eigenfunctions and on the commutation relations

G. Japaridze, A. Khelashvili, K. Turashvili

Eigenfunctions and eigenvalues of the operator of the square of the angular momentum are studied. It is shown that neither from the requirement for the eigenfunctions be normalizab…

hep-ph1999

On the Gauge Invariance of the Z-Boson Mass

J. Gegelia, G. Japaridze, A. Tkabladze +2

The different schemes for the definition of the Z boson mass are analyzed. It is shown that the scheme, defining the mass as pole of the real part of the Z boson propagator and the…