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2015

Addendum: Observables for General Relativity related to geometry

Duch, Paweł, Kamiński, Wojciech, Lewandowski, Jerzy et al.

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In this addendum we clarify a point which strengthens one of the results from [the original paper].

Namely, we show that the algebra of the observables $F(r,\theta)$ is yet simpler then it was described in [the original paper].
This is an important point, because with this simplification an important subalgebra becomes canonical, allowing for a natural reduction of the phase space.

Addendum: Observables for General Relativity related to geometry · Around

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P. Duch, W. Kamiński, J. Lewandowski and J. Świeżewski, Observables for General Relativity related to geometry
Original
2014
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N. Bodendorfer, J. Lewandowski and J. Świeżewski, General Relativity in the radial gauge I. Reduced phase space and canonical structure
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N. Bodendorfer, J. Lewandowski and J. Świeżewski, General Relativity in the radial gauge II. Quantisation and spherical symmetry
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N. Bodendorfer, J. Lewandowski and J. Świeżewski, A quantum reduction to spherical symmetry in loop quantum gravity
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