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# Ju l 2 00 1 Hamiltonian , Energy and Entropy in General Relativity with Non – Orthogonal Boundaries

@inproceedings{Francaviglia2001JuL2, title={Ju l 2 00 1 Hamiltonian , Energy and Entropy in General Relativity with Non – Orthogonal Boundaries}, author={Mauro Francaviglia and Maurizio Raiteri}, year={2001} }

- Published 2001

A general recipe to define, via Nöther theorem, the Hamiltonian in any natural field theory is suggested. It is based on a Regge–Teitelboim–like approach applied to the variation of Nöther conserved quantities. The Hamiltonian for General Relativity in presence of non–orthogonal boundaries is analysed and the energy is defined as the on–shell value of the Hamiltonian. The role played by boundary conditions in the formalism is outlined and the quasilocal internal energy is defined by imposing… CONTINUE READING