Geometric Phases and von Neumann Algebras for Quantum Mechanics and Gravity

Explore geometric phases and von Neumann algebras in quantum mechanics and gravity through this 52-minute lecture by Johanna Erdmenger from the International Centre for Theoretical Sciences. Delve into the intersection of quantum information, quantum field theory, and gravity as part of a comprehensive program bringing together experts in these multidisciplinary fields. Examine topics such as the AdS/CFT correspondence, emergent spacetime and gravity, quantum error correction, black hole physics, and information scrambling in chaotic quantum systems. Gain insights into the application of quantum information theory to quantum field theories and many-body dynamics, including novel proofs of constraints on QFTs and characterizations of quantum matter phases. Discover the latest developments in quantum gravity research, including the emergence of spacetime, black hole interiors, complexity growth, multiparty entanglement in holography, and tensor network models in condensed matter and quantum gravity.

Geometric Phases and von Neumann Algebras for Quantum Mechanics and Gravity by Johanna Erdmenger