Latest Articles for Mathematics

Exploring the link between quantum modular forms and three-dimensional manifolds.

A look into the complexities of edge coloring with even color requirements.

Research reveals new methods for fitting ellipsoids to random data points.

Research on dual symplectic circuits reveals key insights into classical dynamics.

Learn how coordinate descent can minimize functions with constraints effectively.

Discover how tropical polynomial division enhances neural network efficiency.

A modern font solution for LaTeX users, enhancing text and math presentation.

Learn how distance oracles improve pathfinding in complex networks.

A look at how surjection property and computable type interact in mathematical spaces.

A look into Fourier analysis and its role in differential operators.

A deep dive into the challenges of computational problem-solving.

A deep look into the Rayleigh Conjecture and optimal shapes.

This article examines how numerical solvers influence parameter estimation in ODE models.

A look into Legendrian knots and their classification methods in knot theory.

Exploring methods for learning about polytopes through hyperplanes.

An overview of reachability categories and their significance in algebra and topology.

A study on weak Galerkin method for solving challenging boundary value problems.

Explore the fundamentals of differential algebraic equations and their significance in various fields.

Key concepts and applications of variational problems in science and engineering.

Explore the unique properties and applications of trihex shapes.

Exploring how particles behave in random environments through dynamical localization.

Examining the areal Mahler measure and its implications for polynomial behavior.

A look into Coxeter tetrahedra and their role in hyperbolic geometry.

New methods improve efficiency in logical proof generation and checking.

This study highlights key properties of evolution operators in mathematical systems.

Investigating how nonlocal interactions shape patterns in biological systems.

A look into hyperplane arrangements and the Primitive Eulerian polynomial.

Examining synchronization in neural networks and power grids through chimera-like states.

Ideal lattices provide security benefits and challenges in cryptographic systems.

Explore the relationships between number fields, their extensions, and Galois groups.

This article explores symmetric positive-definite and positive-semi definite matrices and their applications.

A look into the Szegö kernel's role in analysis and geometry.

Extending Calogero models to infinite symmetry groups enhances our understanding of physical systems.

Introducing a new method for efficient Wasserstein distance computation in large datasets.

A look into the blend of physics and mathematics in topological string theory.

Discover the link between crocheting and minimal surfaces in math.

Exploring the role of symmetry breaking operators in vector bundles and representations.

Examining the relationship between geometry and black holes through the bounded conformal conjecture.

An accessible overview of quantum Cayley graphs and their significance.

This article delves into improving methods for uncertain data optimization.