Latest Articles for Mathematics

A dive into the Dirac operator and its eigenvalues through perturbations.

A look into the Subspace Theorem and its approach to solving equations.

A look at exceptional groups and their role in mathematics.

Explore how measures in math mirror everyday activities like spreading jam.

Explore the unique aspects of Finsler geometry and its implications.

Discover the surprising link between beams, plates, and particles.

Exploring the fascinating world of harmonic oscillators and their extensions.

Learn how QMC and the median trick improve estimates in various fields.

A look into the behavior of damped waves in specific geometric spaces.

A look into how Variational Quantum Circuits solve complex problems.

Exploring edge coloring techniques in split graphs and their unique properties.

Exploring the links between quantum mechanics and independent set problems.

Discover the fascinating relationships between numbers through GCD-graphs.

Examining the Muskat problem and its significance in fluid dynamics.

Discover the quirky nature of antiregular graphs and their intriguing properties.

Learn how two fluids interact in porous media and its real-world implications.

Discover how EOS maps create patterns and attract numbers in a fascinating way.

Discover how shallow water waves connect with strange physics principles.

An overview of ideals and their powers in mathematics.

Explore the basic ideas behind Friedman's Property in mathematics.

Discover the intriguing world of fractional Choquard equations and their importance in various fields.

This paper examines how solutions to the NLS change and decay over time.

Learn how design can enhance neural operators for complex problem-solving.

Learn how Locally Recoverable Codes improve data storage and recovery.

Explore convex floating bodies and how they can simplify complex data analysis.

A look at operators and their role in math and science.

Explore methods to manage systems that undergo sudden changes.

This article discusses methods for solving Fredholm integral equations of the second kind.

Exploring the links between isogeny graphs and their level structures.

Explore the relationships between tiles, groups, and spectral sets in mathematics.

A simple guide to semi-integral points and their significance.

A closer look at number fields, lattice points, and their significance.

A look into how fluids behave and the challenges faced in fluid dynamics.

Learn how convolution helps in blending and filtering signals effectively.

A new approach to create visual aids for math teaching using innovative AI.

A new approach to determine isomorphism in Orthogonal Arrays using Topological Data Analysis.

An overview of elliptic curves and their interactions with number fields.

Explore the fascinating world of higher Teichmüller spaces and their intricate structures.

Exploring quantum fields through new methods and simpler models.

Exploring the unpredictability in nondeterministic particle systems and their implications.