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Spin model
Quantum Phase Transitions in Collective Spin Models
Quantum Many-Body States Defined Through Conformal Field Theory
Solid State Physics 2 Lecture 4: Magnetism in Charge Insulators
Emergence of Nontrivial Spin Textures in Frustrated Van Der Waals Ferromagnets
The Information-Theoretic Structure of Classical Spin Systems
Arxiv:1511.03031V2
Random and Out-Of-Equilibrium Potts Models Christophe Chatelain
The Staggered Six-Vertex Model: Conformal Invariance and Corrections to Scaling
Bootstrapping the Three-Dimensional Ising Model Thesis for the Degree of Master of Science in Physics
Arxiv:1704.03735V5 [Quant-Ph] 18 Jan 2018 Blurring of the Crystalline Structure
Spin Models for the Single Molecular Magnet Mn12-AC Mohamad A
Ferromagnetic Spin Systems
The Spin-S Homogeneous Central Spin Model: Exact Spectrum and Dynamics
Toward a 3D Ising Model with a Weakly-Coupled String Theory Dual
Magnetism in Correlated Matter
Measures for Complexity and the Two-Dimensional Ising Model M1 Project — Erasmus Mundus Programme in Complex Systems Science
Notes on Ferromagnetic Diluted P-Spin Model Arxiv:0912.5173V1 [Cond
Exact Ground State and Elementary Excitations of the Spin Tetrahedron Chain
Top View
Proceedings 2012 RII LA-Sigma Symposium
The Stochastic Complexity of Spin Models: Are Pairwise Models Really Simple?
Glass Transition and Out-Of-Equilibrium Systems
Simple Universal Models Capture All Classical Spin Physics Arxiv
Effective Spin Model for the Spin-Liquid Phase of the Hubbard Model on the Triangular Lattice
Statistical Physics Approach to Liquid Crystals: Dynamics of Mobile Potts Model Leading to Smectic Phase, Phase Transition by Wang–Landau Method
Classical Magnetic Vortex Liquid and Large Thermal Hall Conductivity In
Open Pialimaditya-Dissertation.Pdf
Continuous Systems: Heisenberg Spin Model
Rigorous Results on Spin Glasses and Biological Applications to Cooperative Systems
Multi-Spin Interactions in Magnetic Solids
12 Jan 2019 on the TAP Free Energy in the Mixed P-Spin Models
Lectures on the Spin and Loop O(N) Models Arxiv:1708.00058V3 [Math
Quantum Spin Systems - Models and Computational Methods
LECTURE 18 the Ising Model (References: Kerson Huang
Arxiv:0801.3565V2 [Cond-Mat.Str-El] 25 Sep 2008 ∗ Als.As H U3 Esnegmdlcnb Di- Be Can Model Is Heisenberg It That SU(3) Showing the Chain, Also Spin SU(3) Gapless
Classical Spin Models
Universality in the 2D Ising Model and Conformal Invariance of Fermionic Observables