Latest Articles for Statistical Mechanics

Researchers analyze the effects of quench and Floquet driving in quantum systems.

Exploring how harmonic chains reach thermal equilibrium and the role of disorder.

Research sheds light on phase turbulence and its relation to chaotic systems.

Study reveals how Rényi entropy relates to quantum ground states during phase changes.

A study on how particles in a Volterra lattice interact and evolve over time.

Explore the mechanisms and significance of phase transitions in materials.

A look into the chaotic behavior of spin glasses and their models.

This article studies how holes move in two-dimensional spin systems under varying conditions.

A look into how thermalization occurs in quantum mechanics.

A look into how disk arrangements affect physical systems.

Exploring the behavior of random systems through the stationary measure of the open KPZ equation.

A study of particle behavior in fluids under thermodynamic principles.

Examining quantum long-range models and their significance in physical systems.

Explore non-commutative probability and its applications in diverse fields.

Study of how forces influence the movement of dense liquids.

This article examines the shift from superfluid to Bose-glass in bosonic systems.

Exploring fast thermal equilibrium in quantum systems and its technological relevance.

Exploring how energy moves in systems towards stability.

This article examines how certain Markov processes behave consistently over time.

Exploring the relationship between group actions and von Neumann algebras.

Exploring the link between lower and higher-dimensional conformal field theories.

Study of particle behavior in spherical space affected by point charges.

This article discusses the Ising model and its relationship with two-dimensional gravity.

A detailed look at the Ising model, its interactions, and phase transitions.

Explore how partition functions shape our view of particle systems at high temperatures.

A deep dive into the Sinh-Gordon model and its implications in quantum field theories.

A look into randomized plaquette models and their impact on materials' phase transitions.

Explore how the directed landscape relates to noise in mathematical systems.

Analyzing lightest particle mass in Ising field theory under varying temperatures and magnetic fields.

An overview of fusing matrices and their impact on conformal field theories.

A study of MCPA and Wang-Landau algorithms in modeling physical systems.

Exploring the significance of correlation functions in theoretical physics.

New methods enable detection of superradiant phase transitions in light-matter systems.

Research reveals unique behaviors of Rydberg atoms in integrable models under constraints.

An analysis of harmonic chains starting in non-equilibrium states.

Exploring the unique properties of Lifshitz fermion theories and their implications.

A look at the Bethe approximation's role in predicting outcomes in complex systems.

This study explores how disorder affects particle localization in a ladder-shaped quantum system.

A new look at the Ising model reveals surprising thermodynamic properties.

Examining the staggered six-vertex model reveals critical behaviors and phase transitions.