Latest Articles for Mathematics

Understanding materials that deform differently depending on the direction of force.

Study analyzes relationships between hyperbolic volume and knot complexity metrics.

This article examines how mathematics can promote fairness in the mathematics community.

Examines how numbers combine and reveal interesting patterns.

A study on the structure and relationships of Lagrangian surfaces.

Exploring the impact of environment on quantum systems and the use of variational methods.

An overview of boundary value problems involving differential-algebraic equations.

A look at compact groups, sumsets, and their applications in mathematics.

Tropical geometry bridges algebraic geometry and combinatorics, revealing new insights into complex structures.

A new method enhances the efficiency and quality of diffusion model sampling.

This study examines how high-energy particles behave in relativistic conditions.

This article discusses the merging of quantum computing and topological data analysis.

Exploring the role of PINNs in solving complex differential equations across various fields.

This article explores how mathematical models track virus transmission.

Exploring the role of subexponentials in modern logical systems.

An overview of key concepts in topology and their implications.

Explore solutions to the Yang-Baxter equation through skew braces and weak braces.

Enhancing model performance for better predictions in engineering systems.

A look into how robots accurately move using inverse kinematics.

New methods enhance accuracy in control systems using step functions.

Higher-order corrections improve optimization methods for complex functions.

Examining how swimming cells behave in colonies and their interactions.

Intermediate Jacobi polynomials bridge key mathematical concepts and applications.

A method to simplify complex interactions of celestial bodies through energy surface compactification.

A study on graph commonality with applications in graph theory.

This study examines how connections in causal triangulations form large clusters.

A tool for analyzing and resolving monomial ideals using advanced methods.

A look into the implications of Sawada-Kotera and Kaup-Kupershmidt equations on wave phenomena.

Discover the strategies and structures behind synchronous games in mathematical problem-solving.

Exploring relationships between shapes, boundaries, and curvature in geometry.

A basic look at Haar measure and its role in quantum systems.

Absorbing games challenge traditional game theory with unexpected outcomes.

This article explores gain of entrainment and its impact on system performance.

A look into the key aspects of algebraic geometry and its significance.

Explore the concept of trees and their significance in mathematics and combinatorics.

A look into how mathematicians study complex shapes and their connections.

A look into shallow hitting edge sets and their significance in hypergraphs.

This article examines how conserved quantities affect chaotic systems.

A new processing unit improves computing with posit numbers.

Examining how random processes reach specific points for the first time.