YoVDO

Dirac Spin Liquid and Quantum Critical Point on Square Lattice

Offered By: Kavli Institute for Theoretical Physics via YouTube

Tags

Condensed Matter Physics Courses Theoretical Physics Courses Quantum Many-body Systems Courses Strongly Correlated Systems Courses Quantum Spin Liquid Courses Quantum Critical Points Courses

Course Description

Overview

Save Big on Coursera Plus. 7,000+ courses at $160 off. Limited Time Only!
Explore a 41-minute conference talk delivered by Xueyang Song from MIT at the Kavli Institute for Theoretical Physics' "Theories, Experiments and Numerics on Gapless Quantum Many-body Systems" conference. Delve into the topic of Dirac spin liquid unnecessary quantum critical point on square lattice, part of a broader discussion on strongly correlated gapless quantum many-body systems. Gain insights into cutting-edge research addressing discrepancies in deconfined quantum critical points, quantum spin liquids, and related areas of condensed matter physics. Discover how this presentation contributes to the conference's goals of fostering interdisciplinary collaboration and advancing understanding of compressible quantum liquids, generalized symmetries, and experimental progress in strongly correlated gapless states.

Syllabus

Dirac spin liquid unnecessary quantum critical point on square lattice ▸ Xueyang Song (MIT)


Taught by

Kavli Institute for Theoretical Physics

Related Courses

Quantum Phases of Matter - Non-perturbative Luttinger Relations
International Centre for Theoretical Sciences via YouTube
News on Tensor Network Simulations for Quantum Matter and Beyond
Institute for Pure & Applied Mathematics (IPAM) via YouTube
Field-Induced Phenomena and Fermi Surfaces in Strongly Correlated Spin-Triplet Superconductor UTe2
Kavli Institute for Theoretical Physics via YouTube
Superconductivity in Strongly Correlated Systems and Flat-Bands - Bounds
Kavli Institute for Theoretical Physics via YouTube
Numerical Studies of Strongly Correlated Systems - Beating the Exponential Growth in Computation Time
APS Physics via YouTube