Latest Articles for Mathematics

Explore the significance and implications of P and NP in computer science.

Leveraging the Douglas-Rachford algorithm for effective optimal control problem-solving.

This article examines nilpotent elements and their significance in algebraic groups.

An overview of nodal domains related to caloric polynomials and their properties.

This research examines relationships between extremal graphs, edge counts, and spectral properties.

This paper discusses methods to create sparse covariance matrices to improve statistical analysis.

Exploring numerical methods for approximating SPDEs in various applications.

An exploration of sumsets and their significance in computational mathematics.

A guide to using hesitant fuzzy soft sets in complex decision-making scenarios.

A look at how dynamical systems work and their applications in various fields.

A look into matroids, their properties, and intersection theory applications.

Explore the growth and applications of random trees in mathematics and nature.

Study reveals key properties of inhomogeneous random matrices and spectral outliers.

This study examines the interactions and properties of colored permutation groups.

Investigating zero-dimensional compact spaces that can be reshaped into squares.

Examining the rigid properties of Lorentzian length spaces and their implications.

Exploring graph homomorphism to enhance GNN generalization capabilities.

Explore how retrodiction connects past events to current understanding in various fields.

Grobner bases simplify computations in solving polynomial equations, impacting fields like cryptography.

A closer look at Waring rank and border Waring rank in mathematics.

A look at using hypergraphs to study Metzler positive systems.

A clear look at the key ideas in graph theory and their connections.

A look at how Brownian motion trees model trait evolution.

Analyzing four-valent oriented graphs and their symmetry properties.

A look at how paths and trees interact in topology.

Study the impact of electric charge parameters on black hole thermodynamics.

Study shows random initial conditions lead to stable solutions in wave equations.

Study the relationships between group elements using the Miller Machine.

A look into Artin-Schreier curves and their significance in mathematics.

Innovative methods enhance efficiency in packing unequal circles into containers.

A fresh approach simplifies studying complex quantum entanglement.

Essential dimension measures the complexity of algebraic objects through parameters.

Exploring the interplay between fractals and random fields.

An overview of Lie superalgebras and their mathematical significance.

This paper introduces FTC-pairs, connecting calculus and algebra through derivations and integrations.

Introducing an efficient approach to solve convex-concave saddle point problems.

A look at infeasible and critically feasible problems in optimal control.

A new method improves the efficiency of solving PDEs with deep learning.

This paper examines the role of perturbation mappings in nonlinear programming analysis.

This article explores the significance of Carrot John domains in mathematical problems.