Latest Articles for Mathematics

A look at how relations simplify data organization and enhance analysis.

Neural ODEs merge neural networks with dynamic systems for advanced learning.

An overview of algebraic group stacks and their significance in mathematics.

FMplex improves the efficiency of solving linear equations and inequalities.

Exploring the connections between -adic numbers, symmetry, and particle physics.

Discover the intriguing world of reflectionless potentials in physics and their applications.

Explore the role of infinitesimal operators in random matrix theory and their interactions.

A study on harmonic and biharmonic functions using spherically symmetric metrics.

Exploring a new hash function leveraging quantum principles for improved data security.

A new approach to studying adjoint reductive groups through equivariant compactifications.

Exploring how symmetry affects the movement of balls in polygonal billiards.

An exploration of how zero shapes our understanding and reasoning.

An overview of semilattices and frames in mathematics and their interconnections.

A look at randomized approximation methods and their role in estimating values.

Exploring the estimation of the Hardy constant using finite element methods.

Research reveals new structures in Lie algebras and their geometric implications.

Examining the effects of ill-posedness in generalized SQG equations and its implications.

Examining the role of manifolds with density in mathematics and physics.

A study on magic groups and their relation to group theory.

An overview of Schwartz functions and their connection to real projective spaces.

A look into Bernstein and Paley-Wiener spaces and their applications.

A look into symplectic tableaux and their significance in group theory.

An overview of nonlocal minimal surfaces and their significance in geometry.

An overview of limit cycles and their significance across various fields.

This article discusses generating quantum channels using discrete functions for better quantum computing applications.

An overview of Lagrangian submanifolds and their role in symplectic geometry.

Explore how networks evolve with new connections and their implications.

A study on how complex polynomials define and relate to one another.

Topological insulators showcase intriguing electrical behaviors that impact future technology.

A look into graph partitioning and the complexities of dominance relations.

A look into Fredholm conditions and pseudodifferential operators in mathematics and physics.

Discover how Celtic knots can represent complex graphs creatively.

A look at how symmetric powers connect various scientific fields.

A novel approach to estimating mixed signals using topology instead of traditional statistics.

This article explores methods to differentiate binary strings using finite automata.

Explore how Fibonacci numbers can represent natural and negative integers.

Examining the issues with using Hilbert spaces in quantum mechanics and exploring alternatives.

A study on how variable complements enhance Kleene algebra's patterns.

Exploring finite automata's capabilities with translucent letters and their implications for computation.

This article explores the concepts and applications of weighted languages in computer science.