610 citations to 10.1103/PhysRevLett.60.1692 (Crossref Cited-By Service)
  1. Konstantinos Kourliouros, “Singularities of Functions on the Martinet Plane, Constrained Hamiltonian Systems and Singular Lagrangians”, J Dyn Control Syst, 21, № 3, 2015, 401  crossref
  2. Mu-In Park, “Statistical entropy of three-dimensional Kerr–de Sitter space”, Physics Letters B, 440, № 3-4, 1998, 275  crossref
  3. Suat Dengiz, “A noncompact Weyl–Einstein–Yang–Mills model: A semiclassical quantum gravity”, Annals of Physics, 383, 2017, 560  crossref
  4. A Foussats, A Greco, C Repetto, O P Zandron, O S Zandron, “Connection between the slave-particle andx-operator path-integral representations. A new perturbative approach”, J. Phys. A: Math. Gen., 33, № 33, 2000, 5849  crossref
  5. H.S. Blas, B.M. Pimentel, “The Faddeev–Jackiw Approach and the Conformal Affine sl(2) Toda Model Coupled to the Matter Field”, Annals of Physics, 282, № 1, 2000, 67  crossref
  6. C. Neves, W. Oliveira, “Clebsch parameterization from the symplectic point of view”, Physics Letters A, 321, № 5-6, 2004, 267  crossref
  7. J. Barcelos-Neto, N. R. F. Braga, “Symplectic analysis of a Dirac constrained theory”, Journal of Mathematical Physics, 35, № 7, 1994, 3497  crossref
  8. Zheng Bo, Guo Shuohong, “A solvable (1+1)-dimensional gauge model and the corresponding lattice model”, J. Phys. G: Nucl. Part. Phys., 17, № 5, 1991, 565  crossref
  9. Bogdan Damski, “Electric field-based quantization of the gauge invariant Proca theory”, Phys. Rev. D, 107, № 4, 2023, 045016  crossref
  10. J. Ramos, “On the equivalence and non-equivalence of Dirac and Faddeev–Jackiw formalisms for constrained systems”, Can. J. Phys., 95, № 3, 2017, 225  crossref
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