Latest Articles for Mathematics

Exploring the significance and applications of the Laplace cascade method in solving equations.

Exploring the significance of quantum states and their operations in modern technology.

Hypermatrices expand beyond traditional matrices, enabling complex multi-dimensional data handling.

Examining the structure of non-invertible symmetries in six-dimensional theories.

A look into phase separation in materials using the Cahn-Hilliard equation.

New approaches aim to improve proof assistants for complex mathematical structures.

This study examines how substances mix in flowing liquids and gases.

A look into biharmonic operators and their role in structural vibrations.

Exploring synchronization through higher-order interactions in complex systems.

New techniques improve the solution of complex nonlinear equations.

A new perspective on gravity links it to statistical methods and information geometry.

Analysis of agent interactions and meeting times in non-atomic random walks.

Examining the complex behavior of chaos through heterodimensional dynamics and its implications.

Exploring the connection between fluid motion and energy transfer.

A closer look at the efficient Galerkin method for spectral decompositions.

This article discusses skew Schur functions and their connections to group characters.

A look at o-minimal structures and their role in mathematics.

Examining the behavior of specific averages in mathematical spaces.

Exploring numerical approaches to complex fractional differential equations in various applications.

Exploring the connections between GKZ systems and toric varieties in mathematics.

An overview of quantum groups and their cohomological properties.

A look into homologous curves and their complex structures on surfaces.

ParticleWNN offers a new approach to enhance solutions for complex PDEs using deep learning.

This article explores modular functions and their relationship to algebraic numbers through Witt vectors.

A deeper look into descent methods and their implications in algebraic geometry.

Learn how matroids inform independence and pairing in mathematical systems.

Airlines use math to improve fuel efficiency and reduce travel time.

An overview of -structures and their classification within Riemannian manifolds.

Exploring the properties and applications of bicomplex numbers in mathematics.

Research reveals how systems learn while conserving energy in various environments.

Exploring strategies to find the best solution for combined functions in optimization.

Simplifying infinitesimal derived foliations and their significance in mathematics.

Explore the complex world of zero-divisor graphs and their defensive alliances.

A closer look at local antimagic labeling and its impact on bridge graphs.

SID enhances the search for conservation laws in various scientific fields.

Researchers unveil a method for simple patterns to replicate using cellular automata.

Examining how walls relate to the Erdős-Pósa property in graph theory.

Explore the structures and applications of biserial rings and string algebras in mathematics.

Explore the relationship between monoids and their congruence spaces in mathematics.

A novel method to efficiently extract geometric data from CPWA neural networks.