Latest Articles for Mathematics

A detailed look at clustering methods and their definitions.

Investigating the role of cylindrical fractional Laplacian in quantum particle behavior.

This article explores a model for material interactions at surfaces and within bulk.

Understanding smooth manifolds through triangulations and their properties in topology.

Exploring the connections between composite numbers through coprimality and network structures.

This article explains dendroidal sets and the right cancellation property in mathematics.

Explore the significance and properties of degree-similar graphs in various applications.

Learn how randomized rounding aids decision-making in uncertain environments.

Discover simplified methods for calculating cross-partial derivatives in complex functions.

This study uses mathematical modeling to analyze cell movement through the extracellular matrix.

A look at knots, links, and mathematical invariants in topology.

An overview of rough analysis and its applications in various fields.

A look into the significance of the second coefficient in Hecke polynomials.

Explore the significance of harmonic spinors and 1-forms in geometry and topology.

This article examines mathematical models for disease transmission and their public health implications.

A look at how commutation relations shape quantum mechanics.

New methods enhance fluid flow calculations in various industries.

This study focuses on stability and behavior of critical points in mathematical inequalities.

An exploration of how matrices and eigenvalues relate on various surfaces.

Explore how kernel regression aids decision-making under uncertainty using historical data.

Exploring positive solutions for the Grushin operator in mathematics.

Study of connected groups in random geometric graphs reveals key insights.

Research on neural networks reveals behaviors of heavy-tailed distributions.

Discover the role of simple Lie algebras in mathematics and physics.

A deep dive into silting objects and their role in algebraic systems.

A fresh approach to understanding observables in classical field theory using Poisson algebra bundles.

Examining the Kaup–Kupershmidt equations and their unique soliton solutions.

Exploring the complexities of Neighborhood Balanced Coloring and its NP-completeness.

Recent advancements in Real Quantifier Elimination and CAD improve problem-solving efficiency in mathematics.

A new method enhances efficiency in max-plus algebra calculations.

A new method enhances interpolation accuracy using learned scaling functions.

Examining the role of geometry and sampling in improving super-resolution methods.

Exploring the patterns within language and sequences through palindromic constructs.

A study on families of intersecting subgraphs and their limits.

Tao's method offers a simple way to maintain symplectic structure in simulations.

Exploring the connections between curved Ovsienko-Redou and GJMS operators.

Creating a unified framework for finite fields enhances cryptographic software verification.

A look into strategies and complexities of the digraph placement game.

This article explores the common pattern of Zipf's law across various fields.

An overview of fractional Musielak-Sobolev spaces and their significance in mathematics.