Latest Articles for Mathematics

A look into methods for simplifying kinetic equations and ensuring simulation stability.

Jacobi functions are vital in solving complex mathematical and physical problems.

Exploring the impact of quantum computing on elliptic curve cryptography and future security.

A look into how representation theory connects various mathematical fields.

Exploring the significance of nonlocal equations across various fields of study.

A look into the complexities of singular points in mixed polynomials.

A look into Morse-Smale diffeomorphisms and their impact on manifold topology.

An overview of representation theory and its applications in math and physics.

Learn how tensor networks can simplify complex data in machine learning.

Explore the nature of periodic graphs, their dimensions, and importance in graph theory.

An analysis of rational points on geometric varieties.

FP-IRL blends physics with IRL to reveal agent motivations in complex systems.

A look into the properties and measurements of nearly spherical sets.

This paper presents an approach for elliptic optimal control problems with strict state constraints.

This article examines challenges in mathematical morphology for vector-valued images.

This article examines new methods for improving periodic timetabling through split cuts.

Exploring scalar curvature's role in warped product metrics reveals vital geometric insights.

Ramsey Theory reveals how patterns occur in large structures.

This article discusses a hybrid system for machines to solve math problems efficiently.

An insight into complex shapes and their relationships in mathematics.

A new method enhances efficiency in creating basis vectors for large equations.

Lattices help us organize elements and their relationships in mathematics.

This article examines spanning subdivisions and their significance in graph theory.

A look at the clarity and structure of axis-parallel RAC graphs.

Exploring quantum trees and their impact on physics, engineering, and mathematics.

This article explores how groups interact with the real line through various actions.

Explore how hyperbolic geometry influences string theory and fundamental physics.

Darboux theorems shed light on manifold structures in mathematics and physics.

Researchers use evolutionary algorithms for mathematical equation discovery from complex data.

This article examines visibility and distance in quasihyperbolic spaces.

New relaxation methods improve efficiency in solving complex mathematical challenges.

Exploring local antimagic labeling and its implications in graph theory.

An analysis of canonical coordinates and their integrality in differential equations.

A deep look into the significance and applications of primitive normal pairs.

Discover how FPGA technology improves high-precision matrix multiplication.

Exploring complex patterns in non-reciprocal systems and their implications across various fields.

A new method for identifying maximum cliques in complex networks.

A look at methods for handling polynomial equations and their applications.

Evaluating accuracy and error bounds in neural network solutions for differential equations.

Learn how reduced order models streamline computations in numerical analysis.