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As I understand, it is postulated that only coherent states in LQG correspond to classical spacetimes. Is the ground state of LQG a coherent state? Otherwise, what principle selects that the universe should be in a coherent state?
The discussion revolves around the nature of the ground state in Loop Quantum Gravity (LQG) and whether it can be classified as a coherent state. Participants explore the implications of coherent states for classical spacetimes and the characteristics of the ground state in relation to geometry and excitations. The conversation touches on theoretical frameworks, recent literature, and analogies with quantum optics.
Participants express varying viewpoints on the nature of the ground state in LQG and its classification as a coherent state. There is no consensus reached, and multiple competing views remain regarding the implications and characteristics of coherent states in this context.
The discussion highlights the complexity of defining coherent states and their relationship to semiclassical and holomorphic issues. Participants reference ongoing research and literature, indicating that the topic is still under active exploration.
Demystifier said:Perhaps one should use an analogy with quantum optics, where coherent states emerge dinamically. It turns out that coherent states are, under certain conditions, stable with respect to decoherence caused by interactions with the environment. In quantum gravity, the role of environment could be played by matter.