Latest Articles for Critical Points

A look into adiabatic processes and their significance in quantum systems.

An overview of quadratic differentials and their significance in mathematics.

A look into how Morse theory analyzes distance functions and critical points.

Research reveals unusual patterns in entropy through fragmentation models.

Research reveals new models for interactions between dark matter and dark energy.

Investigating critical points in quantum chromodynamics and their significance in understanding matter.

Exploring the unique properties of Morse spacetimes and their implications for our understanding of the universe.

This study examines the behavior of mathematical systems with varying speeds.

Examining Fermi liquids near critical points reveals complex interactions and new dynamics.

Examining rapid changes in Ising models and their implications for phase transitions.

Researching fluid behavior in high-energy physics and heavy-ion collisions.

Investigating the connection between black holes and thermodynamic principles reveals new insights.

Examining critical phenomena and phase transitions through multicritical Yang-Lee models.

This study reveals insights into particle interactions and phase transitions in Yang-Mills theory.

Explore the mechanisms and significance of phase transitions in materials.

Explore how phase transitions shape the universe's structure and evolution.

Investigating random tensors and their influence on critical points in complex systems.

A novel approach to understanding stability in systems with time delays.

Research aims to identify a critical point in the QCD phase diagram through heavy-ion collisions.

Investigating long-range order breakdown in quantum antiferromagnets at zero temperature.

Research into fuzzy dark matter reveals new insights into galaxy formation.

Examining the blend of warped products and Einstein metrics in curved spaces.

A study of how dark matter and dark energy interact within the universe.

An exploration of neural networks and their dynamic extensions, neural ODEs.

An overview of minimal surfaces, their energy, and recent developments in the field.

A look into polyconvex functions and their implications in various fields.

Analyzing V-static metrics sheds light on complex mathematical spaces.

This article examines quintessence as a model for dark energy and cosmic evolution.

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

This method helps clarify complex, changing data by reducing noise while retaining important features.

Research reveals insights into particle interactions in liquid-liquid phase separation.

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

A look at the bouncing universe theory and its implications for cosmology.

Analyzing how tiny moving particles change phases and interact under various conditions.

Investigating critical points in QCD under extreme conditions using high-precision numerical methods.

A flexible approach to tackle nonsmooth and nonconvex optimization problems effectively.

This study focuses on stability and behavior of critical points in mathematical inequalities.

Explore the fascinating world of entire functions and their unique properties.

Explore the unique properties and uses of spider mechanisms in various fields.

This article examines distance functions and their significance as topological Morse functions.