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The Hamiltonian formulation of the Holst action is reviewed and it is provided a solution of second-class constraints corresponding to a generic local Lorentz frame.
M. Henneaux, C. Teitelboim, Quantization of Gauge Systems , Princeton University Press, (1994)
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A. Ashtekar, J. Lewandowski, D. Marolf, J. Mourao, T. Thiemann, J. Math. Phys
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C. Rovelli, “Quantum gravity”, Cambridge University Press, Cambridge, (2004), XXIII. T. Thiemann, “Modern Canonical Quantum General Relativity”, (Cambridge University Press, Cambridge, England, 2006). F. Cianfrani, O.M. Lecian, G. Montani, “Fundamentals and recent developments in non-perturbative canonical Quantum Gravity”, submitted to Rep. Prog. Phys
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S. Alexandrov, private communication
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J. Lewandowski, A. Okolow, H. Sahlmann, T. Thiemann, Comm. Math. Phys
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F. Cianfrani, G. Montani, Class. Quantum Grav
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J. Engle, E. Livine, R. Pereira, C. Rovelli, Nucl. Phys. B
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F. Cianfrani, G. Montani, “ The Role of Time-Gauge in Quantizing Gravity”, to appear on proceedings of the III Stueckelberg workshop, Pescara July 8-18 (2008), in preparation
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