Latest Articles for Symmetries

Exploring the connection between superconductivity and improper orders in materials.

Examining the complexities and strategies for neural network learning in various data types.

Discover how machine learning helps identify symmetries in physical systems.

Learn how moving frames streamline the analysis of equations in various fields.

Investigating real eigenvalues in non-Hermitian quantum systems reveals new insights.

Exploring unique behaviors in superconductors breaking symmetry rules.

Research reveals diverse non-radial solutions in coupled Schrödinger equations, enhancing understanding of complex behaviors.

An overview of Legendrian knots and their classification challenges.

Exploration of pyrochlore magnets and their fascinating magnetic behaviors.

Examining the Kummer group's ties to projective structures and differential equations.

A look at Chebyshev's method and its dynamics in finding quartic polynomial roots.

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

A new method identifies motor failures in quadrotors for enhanced safety.

A new framework helps classify unique states of matter in quantum physics.

This study highlights improvements in geometric models, focusing on expressiveness and completeness.

Examining odometers and their unique symmetries in dynamical systems.

A look at how effective field theories simplify complex physical systems.

Investigating complex relationships in quantum physics through interactive Bell tests.

Research reveals new behaviors in staggered gauge theories through numerical simulations and self-adjoint extensions.

New method clarifies classification of nodal line semimetals based on winding numbers.

New methods improve how we determine spacecraft orientation in space.

Researchers propose a new way to measure corner charges in advanced materials.

A novel approach enhances accuracy in predicting Hamiltonians for materials.

Examining the role of torsion in Riemann-Cartan geometries and its physical implications.

Exploring the unique characteristics of non-Abelian anyons in quantum systems.

Exploring the significance of non-Hermitian random matrices in complex physical systems.

New findings on exceptional points reveal intriguing behaviors and their connections to symmetry.

Examining how groups influence subspaces through relational complexity in mathematics.

Delving into biochemical networks and their interactions using mathematical models.

New methods improve how models learn from data for better predictions.

A look at the evolving role of symmetries in quantum physics.

New insights into exceptional points enhance quantum sensing and technology applications.

This article explains the partial Bondi gauge and its role in gravitational physics.

Scientists adopt a model-agnostic framework to uncover new physics signals.

Exploring connections between quantum mechanics and space-time for deeper insights.

Exploring the role of symmetries and anomalies in quantum field theories.

Researchers explore complex behaviors of topological phases and their potential in quantum computing.

Scientists probe discrete symmetries using positronium to explain matter-antimatter imbalance.

Exploring how symmetries in loss functions affect SGD dynamics during deep learning.

Exploring the unique properties and applications of helicoidal surfaces in geometry.