Browsing by Subject axial electrodynamics

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  • Authors: Nguyen, Suan Han (2006)

  • The possibility of constructing the Hamiltonian quantization for axial electrodynamics with anomalies in a four - dimensional space is studied. It is shown that in this theory the Jacobi identity for operators of the Hamilton , of a time component of the current and of the very field is broken. The usual quantum theory is consistent only for a zero magnetic field.

Browsing by Subject axial electrodynamics

Jump to: 0-9 A B C D E F G H I J K L M N O P Q R S T U V W X Y Z
or enter first few letters:  
Showing results 1 to 1 of 1
  • 122.pdf.jpg
  • Article


  • Authors: Nguyen, Suan Han (2006)

  • The possibility of constructing the Hamiltonian quantization for axial electrodynamics with anomalies in a four - dimensional space is studied. It is shown that in this theory the Jacobi identity for operators of the Hamilton , of a time component of the current and of the very field is broken. The usual quantum theory is consistent only for a zero magnetic field.