Latest Articles for Mathematics

Research unveils conditions for Hamilton cycles in complex graphs.

A look at neural operators, focusing on injectivity and bijectivity.

Exploring how group actions influence the structure of dynamical systems.

Explore how BDD-based methods improve SAT problem-solving efficiency.

Planar maps reveal insights into random walks and their connection to quantum gravity.

New conditions enhance regularization parameter selection for better solutions in inverse problems.

A clear look at symmetric operators and their properties in functional analysis.

Combining Green's functions with neural networks offers new solutions for complex PDEs.

Explore the strong B-inequality and its significance in mathematics.

A look at the Pythagorean theorem and its real-world applications.

An overview of stochastic control and its applications in uncertain environments.

Explore the fascinating world of shield tilings and their unique patterns.

Recent findings enhance understanding of turbulent flow in channels using advanced equations.

Explore the properties and applications of infinite Eulerian trails in graph theory.

Explore the role and properties of quasimodular forms in mathematics.

This article examines strategies for controlling particle movement between distinct areas.

Examining multivariate Dickman distributions and Vervaat perpetuities for enhanced data analysis.

An overview of Milnor-Witt K-theory and its mathematical implications.

A look into the structure and properties of Mori dream spaces.

Explore how defects influence soliton behavior in wave dynamics.

An overview of skeins and their role in knot theory.

A study of weighted functions and their properties in mathematical semilattices.

Mathematicians make progress in understanding the Heilbronn triangle problem and its implications.

An overview of how polynomials and exponentials behave over time.

Examining how colors influence the appearance of shapes in mathematical spaces.

Study of solutions to nonlinear Schrödinger equations with boundary conditions.

A clear guide to sheaves and their role in various math fields.

A look into polarization sets and their role in magnetohydrodynamics.

This study sheds light on the role of ordered matchings in Ramsey theory.

This article explores the study of spin curves and their properties.

Generalized SBP operators enhance numerical modeling of complex problems.

Using machine learning to classify Kronecker coefficients as zero or non-zero.

An examination of the Rössler system and its chaotic behavior.

Research unveils methods to test if crease patterns can be folded flat.

This article presents an efficient method to minimize integral functionals in various fields.

Examining the role of -Hessian equations in various scientific fields.

Exploring the complexities of embedding multiple planar graphs without overlap.

Examining the connections between Brauer groups and schemes in algebraic geometry.

A deep dive into the Frank number and graph connectivity.

Explore the significance and applications of operator-valued orthogonal polynomials in mathematics.