Latest Articles for Statistical Mechanics

Analyzing how Fisher information decreases over time in particle systems.

Examining how complexity influences the behavior of quantum systems in Many-Body Localization.

A look into solar wind dynamics and its magnetic field fluctuations at kinetic scales.

Exploring competing interactions and phases in thermodynamic systems.

Exploring the properties and interactions of polarized Fermi gases.

Study reveals how activity affects clustering in active Brownian particle systems.

Analyzing particle behavior using the relaxation time approximation and its implications.

Examining the links between geometry and quantum thermodynamic systems.

An overview of the unrestricted IRF model and its significance in complex systems.

Study reveals how resetting affects active particle motion in traps.

Explore how typical states clarify the behavior of complex systems.

Examining long-time tails in classical and quantum particle interactions.

This study investigates how rods behave on strips through the grand partition function.

Investigating the stability of quantum systems under random changes and external forces.

A look into how spins diffuse over time in a classical XY model.

Exploring behavior of particles in many-body systems through density of states.

A study on the Boolean spin glass model and its implications for AI and ML.

A study of random mixing processes using two urns of colored balls.

Explore how randomness affects physical systems and material properties.

This article examines how fermions behave and interact in various systems.

A look into crosscap states and their significance in the Ising model.

Researchers connect particle interactions to geometry, revealing new insights into phase transitions.

Study reveals how bosons and fermions behave under classical forces.

Symplectic fermions help explain critical behaviors in various statistical mechanics models.

Researchers develop a method for efficient calculations in quantum spin chains at high temperatures.

Explore the role of almost commuting matrices in large physical systems.

Exploring entropy changes in quantum mechanics and their implications.

A look at the Kosterlitz-Thouless transition and its significance in superfluid systems.

Study reveals limits on operator growth due to heavy-tailed random fields.

A look into the behaviors of two key oscillators in physics.

A look into the KPZ fixed point and its role in random growth.

Exploring the potential of diabatic quantum annealing in solving complex problems.

Examining the relationships and properties of classical orthogonal polynomials through generating functions.

Examining TASEP's particle behavior, shocks, and random initial conditions.

A look into how graph geometry affects the Ising model's behavior.

Exploring how machine learning models study the Kosterlitz-Thouless transition in 2D materials.

Improving machine learning methods to estimate free energy efficiently.

A look at how the Potts model explains complex phase transitions in materials.

Explore the intriguing world of quantum scars and ergodicity.

Exploring interactions between order and disorder in the transverse-field Ising chain.