Latest Articles for Statistical Physics

Exploring how dimensionality impacts Anderson localization in quantum systems.

Examining thermal behavior in spin chains through entangled antipodal pair states.

Researchers enhance thermal state preparation using quantum Gibbs samplers for improved simulations.

Exploring self-avoiding walks and their implications on complex graph structures.

A look into quantum field theories and their simpler models.

Exploring how randomness affects particle behavior in various models.

This model reveals how quantum systems behave under chaotic conditions.

Examining the role of Canonical and Grand Canonical Ensembles in BEC phenomena.

This study presents methods to recover magnitude-symmetric matrices based on principal minors.

Examining the behavior and limits of continuous-time Mallows processes in permutations.

An overview of free fermions and their importance in physics.

Examining how randomness affects quantum chaos in Ising models.

Research on Glauber dynamics sheds light on community detection challenges.

This study investigates stable configurations in outer-totalistic cellular automata on random regular graphs.

This study investigates the rigidity of eigenvalues in random regular graphs amidst structural changes.

A look into spin chains, Bethe roots, and their significance in physics.

This study explores the unique arrangements of particles under random conditions.

A deep dive into the FK-Ising model and its implications for phase transitions.

This paper presents a new definition of Gaussian curvature in random surfaces.

Investigation into how algorithms struggle with marginal optima.

This article discusses the workings of quantum Otto engines and the impact of measurements.

Research examines spin behavior in constrained Curie-Weiss models and their effects on magnetization.

A look into the significance and applications of conformal field theory.

An overview of fractional Brownian motion influenced by confining potentials and its implications.

A look at the 20-vertex model and its significance in statistical physics.

Exploring polariton condensates reveals crucial insights into quantum behavior and superfluidity.

This article simplifies two-time correlation functions and their significance in finite quantum systems.

Examining the complexities of sampling from the Ising model under spectral constraints.

This method simplifies how scientists calculate partition functions using tensor networks.

Study of energy levels in quantum rotors explains chaotic and ordered behaviors.

A look into how hard rod systems transition from disorder to balance.

Study reveals effects of heavy-tailed waiting times on particle movement in quantum systems.

Exploring how small changes in CFTs influence quantum behaviors.

This study examines how temperature affects overlap in branching Brownian motion.

Examining the interplay of shapes through tiling, networks, and mathematical maps.

Research reveals thermal stability in entangled quantum states and implications for information theory.

Examining gradient flows and their role in probability density functions and sampling methods.

Research reveals insights into magnetization oscillations affected by a rotating magnetic field.

This study examines how AI models learn from the Ising model data.

This study explores the impact of surface disorder on the Ising model's behavior.