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Lattice model (physics)
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Related lectures (28)
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Scaling & Renormalization in Statistical Mechanics
Explores scaling and renormalization in statistical mechanics, emphasizing critical points and invariant properties.
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Local Fields and Correlations in Ising Models
Covers local fields and correlations in Ising models and conformal field theory.
Quantization: Topological Operators
Covers the quantization process using topological operators and their role in generating symmetries.
Random Field Ising Model on Graphs
Explores the Random Field Ising Model on random graphs, discussing belief propagation updates and population dynamics.
Conformal Loop Ensembles: Connections to CFT
Explores the relationship between conformal loop ensembles and conformal field theory, focusing on the three-point nesting function and its mathematical derivation.
Coulomb Gas and Spin Chain: Quantum Group Applications
Explores the relationship between Coulomb gas models and spin chains in quantum groups.
Statistical Field Theory
Covers the basics of statistical field theory, focusing on Ising models and the Ginsburg-Landau theory.
Computational Quantum Physics: Path-Integral Monte Carlo
Explores Path-Integral Monte Carlo methods for discrete quantum models and ground state properties.
Unitary Minimal Models: Representation Theory Insights
Covers the representation theory of unitary minimal models and the Virasoro algebra.
Partition Functions and Models
Explores partition functions in spin systems, models like Ising and Potts, computational challenges, and the Lee-Yang Theorem.
Proteins: Central Dogma and Translation
Explains protein synthesis, translation, and the central dogma of molecular biology.
Generative Models: Crash Course
Offers a crash course on generative models, covering exponential families, sampling methods, and Metropolis algorithm.
Tight-binding Approximation: 3D Lattice of Na Atoms
Explores the tight-binding approximation for a 3D lattice of Na atoms and its impact on the Fermi surface and band structure.
Simulating the Early Universe: Techniques and Challenges
Covers numerical techniques for simulating the early universe, focusing on gauge invariance and fermions.
Currents in the O(n) Model: Conformal Field Theory Insights
Covers the O(n) model on the hexagonal lattice and its currents.
Advanced General Chemistry I: Ionic Bonding
Explores the formation and properties of ionic compounds and crystal structures.
Lattice Dynamics: Vibrational Modes and Symmetry Relations
Explores lattice dynamics, lattice vibrations' properties, and their impact on heat, specific heat, thermal expansion, and thermal conductivity.
Curie-Weiss Model
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Delves into the Curie-Weiss model, exploring its theoretical foundations and practical applications in different scenarios.
Magnetic Order: Incommensurate Order
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Explores incommensurate magnetic order and its various patterns like helical, spiral, conical, and soliton lattices.
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