%0 Generic %1 thiemann2023hamiltonian %A Thiemann, Thomas %A Giesel, Kristina %D 2023 %K hep-th qgrav review %T Hamiltonian Theory: Dynamics %U http://arxiv.org/abs/2303.18172 %X This chapter focuses on the status of the implementation of the dynamics in the canonical version of Loop Quantum Gravity (LQG). Concretely this means to provide a mathematical meaning of the quantum Einstein equations, sometimes called Wheeler-DeWitt equations, to give a physical interpretation and Hilbert space structure to its solutions and to construct a representation of the algebra of observables including a physical Hamiltonian. This is a structural overview intentionally skipping technical details.

@misc{thiemann2023hamiltonian, abstract = {This chapter focuses on the status of the implementation of the dynamics in the canonical version of Loop Quantum Gravity (LQG). Concretely this means to provide a mathematical meaning of the quantum Einstein equations, sometimes called Wheeler-DeWitt equations, to give a physical interpretation and Hilbert space structure to its solutions and to construct a representation of the algebra of observables including a physical Hamiltonian. This is a structural overview intentionally skipping technical details.}, added-at = {2023-04-03T15:40:12.000+0200}, author = {Thiemann, Thomas and Giesel, Kristina}, biburl = {https://www.bibsonomy.org/bibtex/2571b64e51d56b70d99841597497eeb17/intfxdx}, description = {Hamiltonian Theory: Dynamics}, interhash = {8beac7c74b0251476a37e290f1aa6ade}, intrahash = {571b64e51d56b70d99841597497eeb17}, keywords = {hep-th qgrav review}, note = {cite arxiv:2303.18172Comment: 52 pages. This is a preprint of a chapter to appear in the "Handbook of Quantum Gravity", edited by Cosimo Bambi, Leonardo Modesto and Ilya Shapiro, 2023, Springer, reproduced with permission of Springer}, timestamp = {2023-04-03T15:40:12.000+0200}, title = {Hamiltonian Theory: Dynamics}, url = {http://arxiv.org/abs/2303.18172}, year = 2023 }