Latest Articles for Mathematics

Analyzing random movements within tree-like structures and their behavior.

Exploring the dynamics of groups acting on tree structures.

A deep dive into substitution and its role in lambda-calculus.

Explore the features and properties of hierarchical hyperbolic spaces.

Examining stability of periodic waves using Floquet theory in Hamiltonian PDEs.

A look into the principles of subcomplete and subproper forcing in set theory.

This study examines magnetic curves and charged particle motion in Kenmotsu manifolds.

Learn how geometry shapes movement in robotics and mechanics.

This study investigates cycles that connect all vertices using diagonals in graph structures.

A method to compare smooth curves in various applications.

Examining how strong minimality in valued fields leads to the existence of infinite structures.

This article examines Young diagrams, their properties, and the role of the Plancherel measure.

Investigating the significance of Artin-Hasse series coefficients in number theory.

A study on upward point-set embeddings in directed graphs with special focus on bends.

A look into how naming affects probability in family scenarios.

A new iterative scheme improves model reduction for linear time-varying systems.

Exploring the role of equivariant volume in understanding gravity and its solutions.

This article explores how roughness impacts financial model analysis.

A look into solving differential equations using symmetric spaces.

Research reveals new insights on the minimum width for effective neural networks.

SmartRunner leverages history to enhance optimization strategies across various fields.

A look at variational inequalities and the extragradient method for efficient problem-solving.

Exploring the role of quantum groups in module categories and their significance.

Examining particle movements and interactions in a dynamic grid model.

Investigating LRY skein algebras and their applications in algebraic topology.

A look into hypergraphs, their properties, and applications in various fields.

New methods simplify complex polynomial optimization challenges for better solutions.

Exploring the connections between tropical geometry and classical concepts through Chern classes.

An overview of reaction-diffusion models and their significance in natural processes.

New estimates shed light on Ramsey numbers and graph coloring.

A look at how to identify parameters in biological models using differential equations.

A simplified look at betweenness algebras and their relevance in various fields.

Exploring the significance of binary representations and their patterns.

Explore the differences between finite-type and infinite-type surfaces in topology.

Learn how to control complex systems in various applications.

A study of how multiplicative anomalies affect energy in curved spaces.

Investigating gaps in the spectrum of Sturmian Hamiltonians.

A closer look at the behavior of the CREM under high temperatures.

A new method for accurately estimating CDFs amid uncertainties.

This article examines the role of stress-linked pairs in graph rigidity.