Latest Articles for Mathematics

Explore the significance and applications of the Helmholtz Green's function in wave analysis.

An exploration of cardinal characteristics and their significance in generalized Baire spaces.

Study of contact geometry in energy dissipation across various fields.

Research expands the Pleijel theorem's relevance to irregular spaces.

Explore the unique properties of Legendrian knots and their mathematical significance.

A look at segment and line cover numbers in graph representation.

Chygraphs help analyze complex network connections effectively.

Research shows transformer models can accurately predict GCD with proper training.

This paper presents a simplified approach to find roots of analytic functions in complex analysis.

A novel model improves ranking through paired comparisons in various fields.

A new method for sharing formal proofs across different proof assistants.

Learn how verifiable computation builds trust in sensitive data processing.

A new approach to optimization using Riemannian geometry for better results.

This study improves mixed integer programming solvers through advanced conflict analysis techniques.

This paper explores the extraction of terms from mathematical texts using ChatGPT.

This article covers adaptive strategies in finite difference methods for improved accuracy.

A look into the role of zeros in linear systems and their implications.

A new method simplifies the study of oscillator synchronization dynamics.

A look into the role of ribbon graphs and their significance in knot theory.

A look at central extensions and their role in group theory and topology.

This method improves modeling of natural systems by dynamically adjusting penalty parameters.

Exploring the links between knot theory and error-correcting codes.

Examining the relationship between surfaces and their algebraic structures.

Studying energy interactions in unique geometric spaces reveals important behaviors.

Discovering mutually unbiased bases is crucial for quantum communication and state measurement.

This article explores the links between surfaces and their properties through curve graphs.

Explore how Ulam stability affects linear systems under small changes.

Exploring correspondence coloring and chromatic numbers in random graphs.

A study on F-rationality and closure operations in algebraic rings.

An overview of Fekete polynomials and their significance in mathematics.

Graphs reveal relationships through their spectra and structural properties.

A look into the properties and types of polyhedra.

Learn about the Ohkitani model and its impact on fluid behavior.

A look into quantum maps and their role in error correction.

A look into Clifford Analysis and its relevance in modern physics.

An overview of contact manifolds and their relationship to symplectic structures.

This article examines k-coloring and its significance in random hypergraphs.

Exploring unique minimal surfaces in unimodular metric Lie groups.

Exploring Stiefel-Whitney classes and their computation for dihedral group representations.

A look at the role of substatic manifolds in geometry and their impact on physics.