Home
For authors
Submission status

Current
Archive
Archive (English)
   Volumes 41-62
   Volumes 1-20
   Volumes 21-40
      Volume 40
      Volume 39
      Volume 38
      Volume 37
      Volume 36
      Volume 35
      Volume 34
      Volume 33
      Volume 32
      Volume 31
      Volume 30
      Volume 29
      Volume 28
      Volume 27
      Volume 26
      Volume 25
      Volume 24
      Volume 23
      Volume 22
      Volume 21
Search
VOLUME 35 (1982) | ISSUE 12 | PAGE 535
Dynamic SO(3,1) symmetry of a Dirac magnetic monopole
New integrals of motion are derived for a classical charged spin-zero particle in the field of a Dirac magnetic monopole. These integrals of motion generate, along with the angular momentum integrals, the SO(3,l) algebra of Poisson brackets. This symmetry may be related to the structure of the amplitude for the scattering of a quantized particle.