Kanal
Quantum Gravity II: Loop Quantum Gravity
Norbert Bodendorfer
QG II: 10.1 - Hilbert space and elementary operators
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QG II: 10.2 - Gauss law
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QG II: 10.3 - Spatial diffeomorphisms
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QG II: 10.4 - GNS construction
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QG II: 10.5 - Generalized connections
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QG II: 11.1 - Area operator
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QG II: 11.2 - Volume operator
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QG II: 11.3 - Quantum geometry
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QG II: 12.1 - Graph changing Hamiltonian
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QG II: 12.2 - Other approaches
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QG II: 13.1 - Matter coupling: overview
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QG II: 13.2 - Scalars
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QG II: 14.1 - Motivation
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QG II: 14.2 - Laws of black hole thermodynamics
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QG II: 14.3 - Hawking radiation
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QG II: 14.4 - "It from Bit"
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QG II: 14.5 - Surface states
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QG II: 14.6 - Quantum geometry viewpoint
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QG II: 15.1 - Palatini gravity
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QG II: 15.2 - Holst action
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QG II: 15.3 - Topological terms
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QG II: 16.1 - Higher dimensions
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QG II: 16.2 - Supersymmetry
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QG II: 16.3 - Unification
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QG II: 6.1.1 - Abstract physical systems
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QG II: 6.1.2 - Abstract structure of Hamiltonian mechanics
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QG II: 6.1.3 - Algebraic structure of quantum mechanics
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QG II: 6.1.4 - Quantisation map
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QG II: 6.1.5 - GNS construction
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QG II: 6.1.6 - Subtleties
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QG II: 6.2.1 - Reduced quantisation
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QG II: 6.2.2 - Dirac quantisation
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QG II: 6.2.3 - Quantisation of second class systems
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QG II: 7.1.1 - Group structure
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QG II: 7.1.2 - Manifold structure
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QG II: 7.2.1 - Infinitesimal rotations
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QG II: 7.2.2 - Lie algebras
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QG II: 7.2.3 - Casimir operators
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QG II: 7.3.1 - Simplifying facts
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QG II: 7.3.2 - Classification of so(3) representations
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QG II: 7.4 - Group representations and SU(2)
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QG II: 7.5.1 - Dual representations
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QG II: 7.5.2 - Intertwiners
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QG II: 7.6.1 - Haar measure
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QG II: 7.6.2 - Peter-Weyl Theorem
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QG II: 8.1 - Holonomies
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QG II: 8.2 - Fluxes
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QG II: 8.3 - Poisson brackets
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QG II: 9.1 - LQC kinematics
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QG II: 9.2 - LQC dynamics
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QG II: 9.3 - LQC comments