Current-algebra determination of coupling parameters in vector-meson field theory.
Coupling parameter in vector-meson field theory determined using current algebra, discussing pion and kaon four momenta values for correction factors
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Coupling parameter in vector-meson field theory determined using current algebra, discussing pion and kaon four momenta values for correction factors
Maxwell equations and equations of massive-vector- meson fields in spatially homogeneous Bianchi cosmologies, obtaining formula for homogeneous EM field
Specific oscillators - hereafter called pseudosupersymmetric oscillators - appear as interesting nonrelativistic concepts in connection with the study of relativistic vector mesons interacting with an external constant magnetic field when the real character of the energy eigenvalues is required as expected. A new pseudosupersymmetric quantum mechanics can then be developed and the corresponding pseudosupersymmetries can be pointed out.
Renormalization of second order self energy part of photon and lowest order corrections to single photon vertex using Lagrange vector meson density
Johnson-Lippmann considerations on oscillators and their connection with the minimal coupling schemes are visited in order to introduce a new Sakata-Taketani equation describing vector mesons in interaction with a constant magnetic field. This new proposal, based on a specific parasupersymmetric oscillator-like system, is characterized by real energies as opposed to previously pointed out relativistic equations corresponding to this interacting context.
Vector meson model state equation to describe matter at supernuclear density - gravitational collapse
Nuclear soft core potential reproduction by isoscalar vector meson in nonlocal field theory of fireball in high energy cosmic ray collisions
Contributions from scalar mesons in derivation of nucleon axial vector form factor