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1
Introduction
2
Classical spin model
3
Correlation length
4
Time series
5
First simulations
6
Is it peculiar
7
Periodic boundary conditions
8
Spin flip
9
Writing the icing model in 3D
10
Other spin models
11
Strange scaling
12
Subsystem symmetry
13
Target code
14
Ground state
15
Excitations
16
Quantum spin models
17
Continuum theory
18
Executing model
19
Quasiparticles
Description:
Save Big on Coursera Plus. 7,000+ courses at $160 off. Limited Time Only! Grab it Explore the intricacies of fractons and subsystem symmetries in this comprehensive lecture on the 3D Plaquette Ising Model. Delve into the emergence of topological quasiparticle excitations with restricted mobility, tracing their origins from earlier models to the groundbreaking work of Pretko, Vijay, Haah, and Fu. Examine the X-cube model and its relation to the 3D plaquette Ising model through duality. Investigate both classical and quantum versions of the 3D plaquette Ising model, focusing on the unusual scaling properties of its first-order phase transition and the nature of its ordered phase. Compare and contrast the quasiparticle excitations in the dual X-cube model with those in the 2D toric code. Gain insights into various aspects of the model, including correlation length, periodic boundary conditions, spin flips, and subsystem symmetry. Presented by Des Johnston, this 1-hour 27-minute talk from the Dublin Institute for Advanced Studies DIAS covers a wide range of topics, from classical spin models to quantum spin models and continuum theory. Read more

The 3D Plaquette Ising Model: Subsystem Symmetries and Fractons

Dublin Institute for Advanced Studies DIAS
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