Abstract
The work is an attempt to prove that the generalized Pauli principle (i.e. Fermi statistics) for the half-integer spin fields and the Bose statistics for the integer spin fields with allowance for the existence of internal gauge symmetries are consequences of more general assumptions of the local quantum field theory. 32 refs.; 1 tab.
Citation Formats
Govorkov, A B.
Generalized field quantization and the Pauli principle.
USSR: N. p.,
1990.
Web.
Govorkov, A B.
Generalized field quantization and the Pauli principle.
USSR.
Govorkov, A B.
1990.
"Generalized field quantization and the Pauli principle."
USSR.
@misc{etde_10106086,
title = {Generalized field quantization and the Pauli principle}
author = {Govorkov, A B}
abstractNote = {The work is an attempt to prove that the generalized Pauli principle (i.e. Fermi statistics) for the half-integer spin fields and the Bose statistics for the integer spin fields with allowance for the existence of internal gauge symmetries are consequences of more general assumptions of the local quantum field theory. 32 refs.; 1 tab.}
place = {USSR}
year = {1990}
month = {Dec}
}
title = {Generalized field quantization and the Pauli principle}
author = {Govorkov, A B}
abstractNote = {The work is an attempt to prove that the generalized Pauli principle (i.e. Fermi statistics) for the half-integer spin fields and the Bose statistics for the integer spin fields with allowance for the existence of internal gauge symmetries are consequences of more general assumptions of the local quantum field theory. 32 refs.; 1 tab.}
place = {USSR}
year = {1990}
month = {Dec}
}