Latest Articles for Statistical Mechanics

An overview of how particles interact in various states and conditions.

A look into the unique properties of traid anyons and their role in quantum mechanics.

Examining particle movements and interactions in a dynamic grid model.

Exploring the dynamics of complex systems through higher spin vertex models.

Innovative QMC algorithm efficiently simulates Bose-Hubbard model on any graph.

A look into quantum thermal averages and their significance in quantum physics.

New strategies improve control of complex quantum systems during transitions.

Investigating frustrated spin systems using tensor networks reveals complex behaviors and phase transitions.

Examining the significance of functional inequalities in understanding Markov processes and their dynamics.

A study on particle behavior in high-energy nuclear physics.

A look at how fluctuations impact various physical systems and their behavior.

A fresh perspective on modeling non-equilibrium systems without traditional fitting methods.

An overview of correlation functions and their significance in conformal field theory.

A new method improves the study of complex matrix dynamics over time.

This article explores how Quermass interactions influence phase transitions in particle systems.

Discover how solitons and random matrices are connected in physics.

This study reveals new insights into phase transitions in one-dimensional Riesz gases.

Analyzing properties and behaviors of ultrarelativistic gas through kinetic theory.

A deep dive into equilibrium systems and their mathematical underpinnings.

Examining domain growth dynamics in an asymmetric Coulomb glass model.

Scientists study how decoherence affects the stability of topological states in quantum systems.

This study focuses on the behavior of active particles in various dimensions.

A look into black holes, their types, formation, and properties.

Examining how disordered materials return to equilibrium through stretched-exponential relaxation.

Investigating relationships between toric code, topological superconductor, and Ising model.

Researchers link Bethe Ansatz to quantum circuits for enhanced computational methods.

Anyon particles exhibit fractional statistics in two-dimensional systems, impacting quantum physics.

Exploring how new mathematical concepts enhance machine learning methods.

Active matter reveals intricate behaviors during phase transitions, guiding research in various fields.

Examining dynamics of particle systems through shocks and second class particles.

This article examines how bosons interact with reservoirs through squeezing and driving techniques.

Exploring how thermalization helps us understand quantum systems and equilibrium.

Discover how ergodicity and chaos interplay in quantum systems, revealing deep insights.

Exploring the role of algebra in understanding physical concepts and structures.

A new approach combines Lagrangian mechanics with classical statistical mechanics for better insights.

Examining how trees connect and behave in random systems.

This study analyzes how measurements affect the behavior of quantum states in chaotic systems.

Researchers utilize machine learning to enhance lattice field theory calculations.

Examining the behavior of chaotic and ergodic systems in classical and quantum physics.

This article examines how point-vortex systems behave over time.