Latest Articles for Mathematics

A look into the structure and properties of lattices through digraphs.

Study shows special linear groups as Galois groups over odd order finite fields.

Learn how to make a twisted paper cylinder with easy steps.

Exploring how tensor networks can enhance language modeling through Motzkin spin chains.

Explore the latest methods for addressing linear evolution equations in various fields.

Discover the relationship between varieties, sheaves, and cohomology in mathematics.

Exploring the role of lattices in secure cryptographic systems.

A look into the role of discrete Lorenz attractors in chaotic systems.

Exploring mathematical models of particle movement and their complex behaviors.

A look into mixed order operators and their role in modeling complex systems.

An overview of the significance and relationships of Littlewood-Richardson coefficients.

This study presents a method to determine unknown coefficients in parabolic equations using boundary data.

A study on improving numerical methods for solving fluid flow problems.

Exploring new methods for analyzing complex computational systems using Continuous Pushdown VASS.

Examining worst-case scenarios in simplex algorithm and policy iteration.

New methods improve space efficiency in solving the Subset Sum problem.

Exploring flexible clustering methods for level graphs with new planarity definitions.

A look into the properties and implications of connected matchings.

An overview of positroid varieties in mathematics and their significance.

Explore Orthogonal Calculus and its significance in understanding functors.

Investigating distance-like functions within globally hyperbolic space-times using viscosity solutions.

A new approach enhances multigrid methods for complex simulations with low quality cells.

Examining surprising relationships between points in high-dimensional spaces.

Examine the properties of cusp forms and their successive minima.

Exploring the properties and applications of bounded lecture-hall tableaux in combinatorics.

An overview of essential ideas in quantum physics and their real-world implications.

Algebra introduces new methods for handling complex data in machine learning.

Discover the role of the Mellin transform in studying various series in mathematics.

A study on triple delooping and its implications in hyperoperads.

A look into trace and spectral norms of matrices with zero diagonals.

Exploring the connections between power series and their mathematical implications.

Explore the concepts of Grassmannians and their implications in modern mathematics.

Discover how to transform regular polygons into rectangles through clever dissections.

A look into how codes reveal relationships between sets.

This research focuses on solitary waves and their stability in fluid dynamics.

Examines the ultrahyperbolic equation's significance in medical imaging and geometry.

Explore how mixing time applies to changing Markov chains and random walks.

Exploring the significance of non-Hermitian random matrices in complex physical systems.

Exploring the structure and properties of CAT(spaces) and their acting groups.

A novel method for measuring curvature enhances analysis of graphs and quantum systems.