• Corpus ID: 119349732

The exact solutions to two-dimensional Yang-Mills theory: $su(2)$ and $u_\star(1)$.

  title={The exact solutions to two-dimensional Yang-Mills theory: \$su(2)\$ and \$u\_\star(1)\$.},
  author={Abolfazl Jafari},
  journal={arXiv: High Energy Physics - Theory},
  • A. Jafari
  • Published 1 April 2017
  • Physics
  • arXiv: High Energy Physics - Theory
The purpose of this study is to show that the exact solutions to Yang-Mills theory can occur in two-dimensional space-time. We show that the instability of the stationary solutions for the nonabelian gauge field theories questioned by the dimensions of space-time. We show that instability of the stationary solution for the nonabelian gauge field theory questioned by the dimension of space-time. Another intention of this work is research of the source-free solutions to Maxwell's equations in a… 




  • math. Phys. 55: 113
  • 1977

Electrodynamics in 2-dimensional spacetime

  • 1997


  • Lett. B 64: 463
  • 1976

Particles and Quantum Fields

Solitons and Instantons: An Introduction to Solitons and Instantons in Quantum Field Theory

1. Preface cum introduction. 2. Classical solitons and solitary waves. 3. Monopoles and such. 4. Classical instanton solutions. 5. Quantisation of static solutions. 6. Functional integrals and the

On the solitons and nonlinear wave equations

The paper is focused on the solitons and nonlinear equations for an uniaxial deformation problem. The aim is to determine a parametrical representation for a class of constitutive laws for

Quantum field theory in curved space–time

Recent theoretical developments indicate that the presence of gravity (curved space–time) can give rise to important new quantum effects, such as cosmological particle production and black-hole

Et al

A large population-based survey of veterans and nondeployed controls found evidence of a deployment-related Gulf War syndrome by factor analysis in Air Force veterans and controls.


  • math. Phys. 31: 259-264
  • 1973


  • Rev. Lett. 86: 2716 (2001), and Eur. Phys. J. C 36: 251
  • 2004