Theoretical and Computational Physics
Description: This cluster of papers explores various aspects of critical phenomena, including phase transitions, random walk algorithms, renormalization-group theory, self-organized criticality, fractal dimension, percolation theory, spin glasses, and Monte Carlo simulations. The research covers a wide range of topics related to the behavior of physical systems near critical points and provides insights into universality classes and complex system dynamics.
Characteristic keywords: critical exponents, critical phenomena, Ising model, spin glass, finite-size scaling, renormalization group, square lattice, second-order phase transition, critical behavior, mean-field theory, universality class, two-dimensional Ising model, disordered systems, self-organized criticality, spin systems, Potts model, exactly solvable models, dynamical exponent, quenched disorder, three-dimensional Ising model, tricritical point, simple cubic lattice, self-avoiding walks, lattice gas model, replica symmetry breaking
Sibling topics: Physics of Superconductivity and Magnetism, Magnetic properties of thin films, GaN-based semiconductor devices and materials, Quantum and electron transport phenomena, Topological Materials and Phenomena, Rare-earth and actinide compounds, Micro and Nano Robotics, Advanced Condensed Matter Physics, Superconductivity in MgB2 and Alloys, Muon and positron interactions and applications, Crystallography and Radiation Phenomena, Surface and Thin Film Phenomena
Parent subfield: Condensed Matter Physics
Field: Physics and Astronomy
Domain: Physical Sciences
OpenAlex ID: T10591