Latest Articles for Mathematics

Exploring the importance of the fundamental gap in understanding shapes and curvature.

A study of toggling lights in directed graphs through strategies and linear algebra.

A look at how backward reachability helps manage complex systems safely.

Research reveals new findings on polynomial decomposition into sums of squares.

A guide to free factor complexes and their significance in understanding free groups.

This article explores the role of affine Deligne-Lusztig varieties in algebraic geometry.

This research examines methods to eliminate crossing segments using flips.

A look at the trimming process in finite subsets of the Manhattan plane.

Analyzing how Hamiltonian systems change near separatrices through slow variables and jumps.

A look into the Maker-Maker domination game on graphs and strategies involved.

A new method merges neural networks and finite element techniques for better problem-solving.

A look into how substances move and interact in various fields.

Learn how graph sparsification simplifies structures while retaining key characteristics.

A look at how structured variable addition improves problem-solving efficiency.

A look into quasiperiodic functions and their significance in science.

A look into the polynomial eigenfunctions of the Nazarov-Sklyanin Lax operator and their implications.

A new method improves speed and accuracy in solving inverse source problems.

The article connects QP-manifolds and tensor hierarchies in mathematical physics.

Exploring the relationship between quantum systems and entropy over time.

Discover the unique properties and arrangements of the hat monotile in tiling theory.

An exploration of the non-local Cahn-Hilliard equation and its implications in materials science.

Examining the properties and models of the Funk disc in geometry.

A look into the structure and significance of retrocells in double categories.

Explore advancements in graph connectivity and their practical applications across various fields.

A look at edge colorings and their role in graph theory.

A guide to series expansions and software tools for MHFs in physics.

A look into positive spanning sets and their significance in optimization.

Exploring the role of curvature in understanding network connections and community detection.

This article explores singularities in hypersurfaces and their mathematical implications.

This study investigates the behavior of stochastic heat equations with slow diffusion.

This article discusses fresh methods for approximating the non-central t-distribution in statistical analysis.

This study presents a deterministic method for efficient and accurate stochastic computing.

A straightforward overview of interpolation inequalities and their significance in mathematics.

A look into complex particle systems and their interactions through stochastic methods.

Improved estimates and convergence rates for random periodic solutions in stochastic systems.

CPPL enhances traditional logic by incorporating natural numbers and counting constraints.

Discover the complexities behind Olivier Longuet's unique Calissons Puzzle and its mathematical implications.

Explore the structure and properties of quivers in mathematics.

A new approach to improve optimization in machine learning tasks.

Examining how edge weight changes affect the structure of minimum spanning trees.