Latest Articles for Critical Points

Quantum metrology improves measurement accuracy using quantum systems near critical points.

Exploring how small changes in CFTs influence quantum behaviors.

Learn how Riemannian splines connect points smoothly on curved surfaces.

Hybrid metal-semiconductor devices reveal complex electron behaviors under varying conditions.

A deep dive into the Choquard equation and the significance of normalized solutions.

An overview of log Calabi-Yau surfaces and their geometric transformations.

Scientists study matter formed in heavy-ion collisions to reveal its complex behaviors.

A look into polynomials, their roots, and dynamics in mathematics.

Predictive maintenance helps industries plan for equipment failures effectively.

CPE-MFA offers a new method for efficient critical point extraction in large datasets.

A study on modifying random matrix models in Quantum Chromodynamics for high-density conditions.

Research sheds light on dark energy's role in cosmic expansion through modified gravity models.

Exploring the impact and analysis of rare events across various complex systems.

Morse-Smale complexes enhance data analysis in various scientific fields.

A look into the relationships of geometric shapes and their properties.

Examining how area shape influences critical points in mathematical solutions.

HypersurfaceRegions.jl helps researchers analyze complex mathematical structures.

An overview of dynamical irreducibility and its significance in polynomial behavior.

An overview of polynomials and their behaviors in dynamics.

Explore the key aspects of the 4-point theorem in geometry.

A look into g-convex functions and their applications in optimization and geometry.

Explore the principles and applications of complex capacitors in energy storage.

NA61/SHINE explores particle interactions, revealing new findings about charm quarks and kaon production.

A clear look at long-range models and their role in particle interactions.

A look into the basics of cobordisms and their significance in mathematics.

A clear look at how materials change and the role of critical points.

A look into the behavior of systems and their phase transitions.

Discover the fascinating connections between knots, links, and booklinks.

An overview of percolation and the Potts model in understanding connections.

A look at the surprising behaviors of the Gauss map and its implications.

Researchers use the fuzzy sphere method to study complex materials and anyons.

A clear breakdown of Chern-Simons theory and its significance in physics.

Discover how temperature changes affect particle phases in the quantum loop model.

Dive into the fascinating study of baryon number in particle physics.

Dive into the captivating world of polynomials and Julia sets.

Exploring non-trivial solutions in degenerate elliptic equations.

Scientists leverage machine learning to study particle density fluctuations in cosmic collisions.

Colliding heavy ions reveals secrets of early universe and exotic matter.

Explore the curious behaviors of long-range interactions in the 1D Ising model.

Learn how network renormalization helps analyze complex systems through simplification.