Latest Articles for Mathematics

A new tool aids mathematicians in visualizing and working with higher categories.

Exploring new techniques in finite element methods for practical applications.

Discover the role of fractional diffusion equations in complex systems.

New methods provide solutions to complex functional differential equations in science.

An overview of stable homotopy theory and its computational methods.

Exploring the role of Quantum PCPs in modern computing and complexity theory.

Exploring the relationships and properties of log Calabi-Yau pairs in algebraic geometry.

Explore the properties and groups of plane cubic curves in geometry.

Exploring self-avoiding walks and their significance in group theory and applications.

Exploring key concepts in logic and computer science for effective reasoning.

This paper investigates lower bounds for stable commutator length in specific groups.

Explore the fundamental aspects and applications of contact geometry in mathematics and physics.

A new method enhances state estimation in robotics by improving handling of noise.

This article examines quantum processes and their applications in computing.

Exploring the role and impact of pseudoline arrangements in mathematical theory.

Exploring the modular structure of the Schur index in Argyres-Douglas theories.

A new method helps robots determine their position using colored grids.

A look at Riemannian Convex Bundle Method for complex optimization problems.

Discover the importance and applications of complex surfaces in mathematics and physics.

Explore how synchronization impacts nature, technology, and health.

Introducing a method that improves optimization results using higher-order approximations.

Examining the complexities of packing unit squares into simple polygons.

Discover the Stochastic Moving Ball Approximation method for solving complex optimization problems.

This study examines methods to minimize crossings in ordered graphs using efficient algorithms.

Unitary operators and conjugations are vital in various fields, maintaining key properties.

A look at unitary operators, conjugations, and their impact on mathematics and technology.

An exploration of Banach spaces, norms, and their unique characteristics.

Explore the role of polynomials in finite fields and their key applications.

Explore the connections between size, distance, and mathematical categories.

This article examines the links between complex dynamics and tropical geometry.

This work examines effective sparse optimization strategies in fractional Sobolev spaces.

A look at tropical Fermat-Weber points and their applications in various fields.

Riemannian L-systems offer new insights into plant growth in curved spaces.

New tools and techniques enhance the study of complex 4-manifolds.

A look at static spaces in geometry and physics, focusing on their properties and implications.

A look at crossing numbers and their implications in graph theory.

This method reveals new insights into quantum systems and wavefunction behavior.

Discover the complexities of folding polyominoes into cubes and their mathematical significance.

Discover how mass lumping and outlier removal enhance isogeometric analysis efficiency.

A new method improves speed and memory use in solving elliptic PDEs.