Latest Articles for Partition Function

A look into JT gravity and its connections to fundamental physics concepts.

Examining supersymmetric theories' dynamics within unique geometric environments.

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

Exploring the Ising model and its impact on various scientific fields.

Exploring the role of tetrahedron instantons in theoretical physics and mathematics.

Examining the ties between three-dimensional theories and Virasoro minimal models.

This article examines how disclinations affect quantum particle behavior in various fields.

Examining the connection between TQFT gravity and boundary CFTs.

Examining the significance of modularity in free conformal field theories and partition functions.

A detailed look at the triple-chain Ising model and its implications.

Examining the role of ZZ instantons in string theory's minimal framework.

Exploring quantum gravity's degrees of freedom and its implications for the universe.

A study of particle behavior through partition functions in various conditions.

Researchers propose a novel method applying path integrals to discrete systems.

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

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

This study explores how boundaries affect dimer arrangements in finite systems.

Examining how quantum effects change behavior in small-scale systems at high temperatures.

This article examines the link between string theory and quantum gravity through holographic correspondence.

New models improve understanding of anharmonic oscillators' energy levels.

Dive into the fascinating world of a unique black hole.

A look into baby universes and their role in quantum gravity.

This article discusses innovative approaches to study thermodynamics in quantum chromodynamics.

A look into how numbers can be partitioned and their significance.

This article analyzes time correlations in random growth, focusing on the inverse-gamma polymer model.

A study exploring string theory's connection to near-extremal black holes.

Exploring key aspects of the 20-vertex model in statistical physics.

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

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

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

Improving machine learning methods to estimate free energy efficiently.

Explore how tiny particles reveal phase transitions through playful models and analogies.

Explore the significance and preparation of Gibbs states in quantum systems.

A look into the gFG gauge and its significance in theoretical physics.

An overview of the 4-vertex model in statistical physics.

Researchers use quantum coin tosses for faster partition function estimations in complex systems.

A look at how a model helps understand particle behavior using a balloon.

Discover the playful interactions among particles in physics.

A look into the quirky world of gravity in three dimensions.

Explore how Yang-Lee zeros connect classical models and quantum dynamics.