Latest Articles for Mathematics

Exploring iterative methods for finding fixed points in various fields of study.

Researchers develop a new approach to track disease spread with minimal data.

Exploring queen placements on a chessboard to avoid three in a row.

Examining integer solutions through advanced mathematical methods in totally real fields.

A look into variance measurement and its significance in various fields.

A look into hyperbolic surfaces and their applications in mathematics and physics.

A look into simple-minded collections and their role in representation theory.

A deeper look at how coupling-based flows model complex data distributions.

Explore key programming concepts to create robust and reliable applications.

Researchers propose an objective method for studying complex branching networks in various biological systems.

Lie algebras are essential in understanding symmetry and transformations in various fields.

This article explores the properties of knots and their complements in circle bundles over surfaces.

Examining how random fractal shapes connect through probability.

A detailed look into graph theory and its challenges.

Dive into Dirichlet series and their critical line zeros in number theory.

A look into the Poincaré inequality and its connection to geometric properties.

Procdh topology offers insights into algebraic structures and their interactions.

Learn about the Kaczmarz method for solving linear systems and its applications.

A look into the properties and applications of generalized symmetric edge polytopes.

Exploring the properties and applications of biharmonic and biconservative submanifolds in mathematics.

Recent findings enhance the understanding of trace-to-degree ratios in algebraic integers.

Study of percolation using different filling probabilities on special grids.

Examining the Stokes operator's impact on fluid flow in various domains.

Creating structured rules for complex logical systems with indeterminate truth values.

This article discusses sampling techniques from mean-field models in complex systems.

Exploring the Ashtekar variables in General Relativity and their impact on quantum gravity.

Hurwitz numbers bridge simple counting and complex mathematical theories.

A guide to balance laws and their applications in different disciplines.

An overview of Heegner points, classes, and their relevance in modern mathematics.

An analysis of how two logical systems relate through valid inferences.

Discover new methods for modifying graphs into proper Helly circular-arc graphs.

Analyzing unique behaviors in dynamical systems on complex manifolds.

An overview of ODEs in continuous computing and complexity challenges.

Explore the structure and study of manifolds and foliations in mathematics.

A comprehensive look at spectral inclusion sets in mathematical operators.

This study examines the number of rational points on algebraic curves based on height.

A new model explains how cells move toward chemical signals.

Research reveals significant findings on proof sizes for random logical statements.

A look into quasi-local mass and its significance in gravitational systems.

This article explores the Grassmannian's representations and their applications in various fields.