1. M. Hirayama, M. Ueno, “Non-Abelian Stokes Theorem for Wilson Loops Associated with General Gauge Groups”, Progress of Theoretical Physics, 103:1 (2000), 151  crossref
  2. Robert L. Karp, Freydoon Mansouri, Jung S. Rno, “Product integral formalism and non-Abelian Stokes theorem”, Journal of Mathematical Physics, 40:11 (1999), 6033  crossref
  3. M. Hirayama, M. Kanno, M. Ueno, H. Yamakoshi, “Non-Abelian Stokes Theorem for Loop Variables Associated with Nontrivial Loops”, Progress of Theoretical Physics, 100:4 (1998), 817  crossref
  4. Orlando Alvarez, Luiz A. Ferreira, J. Sánchez Guillén, “A new approach to integrable theories in any dimension”, Nuclear Physics B, 529:3 (1998), 689  crossref
  5. Gerald E Marsh, “Monopoles, gauge fields and de Rham's theorems”, J. Phys. A: Math. Gen., 31:34 (1998), 7077  crossref
  6. M. Hirayama, S. Matsubara, “Stokes Theorem for Loop Variables of Non-Abelian Gauge Field”, Progress of Theoretical Physics, 99:4 (1998), 691  crossref
  7. F.A. Lunev, “Pure bosonic world-line path integral representation for fermionic determinants, non-Abelian Stokes theorem, and quasiclassical approximation in QCD”, Nuclear Physics B, 494:1-2 (1997), 433  crossref
  8. Francesco Fucito, Maurizio Martellini, Mauro Zeni, “The BF formalism for QCD and quark confinement”, Nuclear Physics B, 496:1-2 (1997), 259  crossref
  9. M. Hirayama, T. Hamada, M. Hasegawa, “Non-Abelian Gauge Configuration with a Magnetic Field Concentrated at a Point”, Progress of Theoretical Physics, 98:6 (1997), 1391  crossref
  10. O. Nachtmann, Lecture Notes in Physics, 496, Lectures on QCD, 1997, 1  crossref
  11. Francesco Fucito, Maurizio Martellini, Mauro Zeni, NATO ASI Series, 364, Quantum Fields and Quantum Space Time, 1997, 339  crossref
  12. Otto Nachtmann, Lecture Notes in Physics, 479, Perturbative and Nonperturbative Aspects of Quantum Field Theory, 1997, 49  crossref
  13. John M. Cornwall, “Baryon Wilson loop area law in QCD”, Phys. Rev. D, 54:10 (1996), 6527  crossref
  14. Lee Smolin, “Linking topological quantum field theory and nonperturbative quantum gravity”, Journal of Mathematical Physics, 36:11 (1995), 6417  crossref
  15. Margarita García Pérez, Antonio González-Arroyo, Jeroen Snippe, Pierre van Baal, “Instantons from over-improved cooling”, Nuclear Physics B, 413:1-2 (1994), 535  crossref
  16. Luigi di Accarde, Paolo Gibilisco, Igor V. Volovich, “The Lévy laplacian and the Yang-Mills equations”, Rend. Fis. Acc. Lincei, 4:3 (1993), 201  crossref
  17. B. Broda, “A topological-field-theory approach to the non-Abelian Stokes theorem”, Journal of Mathematical Physics, 33:4 (1992), 1511  crossref
  18. B. Broda, “Two-dimensional topological Yang-Mills theory”, Physics Letters B, 244:3-4 (1990), 444  crossref
  19. Leonard Gross, Christopher King, Ambar Sengupta, “Two dimensional Yang-Mills theory via stochastic differential equations”, Annals of Physics, 194:1 (1989), 65  crossref
  20. Leonard Gross, “A Poincaré lemma for connection forms”, Journal of Functional Analysis, 63:1 (1985), 1  crossref
Previous
1
2
3
4
5
Next