Latest Articles for Mathematics

Explore the essential links between special functions, ideals, and number theory.

Explore how Conway's cosmological theorem transforms number sequences through audioactive derivation.

A look into the KPZ fixed point and its role in random growth.

A look at the Cutting Spheres method in optimization problems.

A look into the challenges and advancements in Minimum Flow Decomposition.

This work discusses methods for selecting points from semialgebraic sets using approximation.

A look at the properties and applications of generalized numerical semigroups.

This article explains Giry algebras and their role in probability and Polish spaces.

A look at the Ornstein-Uhlenbeck process and its real-world applications.

Exploring the role of Hilbert coefficients and ideal behavior in algebra.

Explore the role of Kummer surfaces in mathematics and secure communications.

New algorithms improve efficiency in hypergraph tree decompositions.

Researchers use math to model and predict tumour behavior for better cancer treatment.

A look into perfect matchings and the role of bricks in graph theory.

New methods for identifying graph structure improve accuracy and efficiency.

Explore the connections between operators, functions, and number theory.

Control systems adjust behaviors in various fields, addressing uncertainties and optimizing performance.

Exploring the concept of triality and its impact on particle generations.

A study on the drawing and properties of abstract topological graphs.

Learn how the filtered Lanczos procedure enhances eigenvalue calculations using GPUs.

Research focuses on periodic behavior in grid-based color arrangements.

A look into sextic and Morse potentials in quantum mechanics.

A new approach uses finite groups for clearer insights in quantum mechanics.

A look at the generalized Jang equation and its role in gravity studies.

Learn how scientists match complex shapes using simple methods.

A look at quotient iteration for faster eigenvalue problem solving.

Exploring stable class functions and their applications in representation theory and beyond.

An overview of highest weight modules, their properties, and significance in representation theory.

This study examines the relationship between rigid motions and relative equilibrium for bodies on a spherical surface.

Exploring the relationship between angles, distances, and energy in projective spaces.

A simple guide to graphs, nodes, edges, and distances in real life.

A study of forward operator monoids and their key vector types.

Explore the fundamental concepts of Lie groups and algebras in mathematics and physics.

Explore the principles and applications of complex capacitors in energy storage.

Examining how high-dimensional spaces affect light blockage and data behavior.

A new method improves the comparison of surfaces in science and medicine.

A look into the structure and applications of countable Borel equivalence relations in mathematics.

This article discusses improving AI language models to solve math problems accurately.

Analyzing network growth and structure variations through the Asymmetric BA model.

A look into particle behavior in different environments using a mathematical model.