Latest Articles for Mathematics

Explore how different phases mix and move in various environments.

Discover the basics of random walks and their impact on real-world systems.

Discover the journey to find the roots in tree-like networks.

A look into bipartite graphs, their polynomials, and real-world applications.

Utilizing neural networks to solve complex high-order elliptic equations efficiently.

A dive into the unique behaviors of the Kitaev chain in quantum mechanics.

Understanding how tiny particles interact reveals the nature of chaos.

A look into the role of PME states in quantum information.

An exploration of symmetric matrices and their impact on physical systems.

A look into controlling systems with parabolic partial differential equations.

A new method tackles challenges in optimization under uncertainty.

Exploring the blend of machine learning and partial differential equations.

An overview of the structure and properties of 2-dimensional Shephard groups.

Discover how high-order Discontinuous Galerkin methods improve fluid dynamics simulations.

A look at the connections between groups, geometry, and Anosov representations.

A look into how chemical reactions behave like intricate dances.

A look into moduli spaces, quivers, and their interconnected mathematical concepts.

Discover how randomness affects plant and animal populations.

Learn how hypergeometric functions influence mathematics, physics, and computer science.

Analyzing how small changes affect rabbit populations using the Fisher-KPP equation.

A simple look at flat chains and metric currents in math.

A look into Hermite polynomials and their integration in physics.

A look into how gradients and measures shape our understanding of math.

Explore the intriguing world of Kenmotsu manifolds and the role of Ricci solitons.

A deep dive into the structure and significance of lattices in mathematics.

A look into non-local field behavior using fractional operators and analytical techniques.

An overview of generalized cluster algebras and their significance in algebra.

An overview of methods to factor polynomials efficiently.

A study of how water and oil interact in porous media.

A look into how materials behave under various forces with free boundaries.

Innovative methods to estimate stationary distributions in McKean-Vlasov stochastic differential equations.

A look into line graphs, eigenvalue multiplicity, and related graph theory concepts.

A look at how technology helps chemists find efficient reaction routes.

A clear look at bilinear fractional integrals and their significance.

A simple look at the concept of independence in math.

A look into the world of graphs and their independence polynomials.

An overview of greedoids and polymatroids in mathematics and their applications.

A friendly exploration of colimits and their connections in homotopy type theory.

Innovative techniques improve calculations for landing on irregular celestial bodies.

New method streamlines complex mathematics for faster, simpler calculations.