YoVDO

Algebraic Aspects of Entanglement in QFT and Gravity - Lecture 3

Offered By: International Centre for Theoretical Sciences via YouTube

Tags

Quantum Gravity Courses Black Holes Courses Holography Courses Quantum Information Theory Courses Quantum Field Theory Courses AdS/CFT Correspondence Courses

Course Description

Overview

Save Big on Coursera Plus. 7,000+ courses at $160 off. Limited Time Only!
Explore the third lecture in a series on "Algebraic Aspects of Entanglement in QFT and Gravity" delivered by Thomas Faulkner as part of the "Quantum Information, Quantum Field Theory and Gravity" program at the International Centre for Theoretical Sciences. Delve into advanced topics at the intersection of quantum information theory, quantum field theory, and gravity over the course of 1 hour and 44 minutes. Gain insights into how the AdS/CFT correspondence has revolutionized our understanding of quantum gravity, viewing spacetime and gravity as emergent descriptions of quantum information dynamics. Examine the application of quantum information tools to longstanding problems in quantum gravity, such as the black hole information paradox, and discover how black hole physics has informed our understanding of information scrambling in chaotic quantum systems. Investigate the role of entanglement in characterizing phases of quantum matter and explore themes like quantum error correction, complexity growth, multiparty entanglement in holography, and tensor network models in condensed matter and quantum gravity.

Syllabus

Algebraic Aspects of Entanglement in QFT and Gravity (Lecture 3) by Thomas Faulkner


Taught by

International Centre for Theoretical Sciences

Related Courses

The Edges of the Universe
Harvard University via World Science U
Modern Physics
Professor Dave Explains via YouTube
Some Progress on Categorical Local Langlands - Linus Hamann
Institute for Advanced Study via YouTube
Liouville and JT Quantum Gravity - Holography and Matrix Models
Institute for Advanced Study via YouTube
Pseudorandomness and the AdS-CFT Correspondence - Adam Bouland
Institute for Advanced Study via YouTube