Latest Articles for Mathematics

Discover the unique arrangements in squiral tiling and their implications.

Explore the fascinating world of knots and their mathematical significance.

Researchers connect particle interactions to geometry, revealing new insights into phase transitions.

Discover how -contact geometry enriches the study of complex systems.

A detailed analysis of solvers for sparse linear systems with challenging conditions.

This study examines quasi-alternating surgeries and their implications for knot classification.

Two knots defy predictions, prompting new questions in knot theory.

A look into recent methods for iterating power series and their historical context.

Explore the significance of irreducible ideals in the structure of monoids.

Learn how Clarke transform aids in the efficient control of continuum robots.

This article investigates how Hilbert schemes enhance the study of Seshadri constants.

Learn how coherent states combine properties of classical waves with quantum behaviors.

HypersurfaceRegions.jl helps researchers analyze complex mathematical structures.

A look at lattices, their types, operations, and applications.

A look into the role of frames and Fourier expansions in signal processing.

Explore the unique structures and operations of lattice knots in geometry and algebra.

Exploring various types and applications of matching problems in different fields.

A study of point movement and reflections within a regular pentagon.

This study evaluates open-loop and Markovian controls in conditional exit scenarios.

A method for detecting edge changes in infrastructure networks amidst noisy data.

Exploring the significance of generalized algebras in mathematics and logic.

Investigating the existence and features of strongly regular graphs.

Exploring the dynamics of self-driven particles and their collective behaviors.

An overview of dynamical irreducibility and its significance in polynomial behavior.

An overview of polynomials and their behaviors in dynamics.

Exploring fractional calculus applications in quantum systems enhances our understanding of complex phenomena.

A deep dive into variable-order diffusion equations and their solution methods.

Examining hyperformalism and its impact on logical systems and reasoning.

Discover how minimal surfaces impact geometry, physics, and engineering.

A look at total variation distance and its significance in probability distributions.

A look into Kähler manifolds and their significance in mathematics.

A look into the complexities of counting rational curves and their singular points.

An exploration of polynomial functions and their significance in non-commutative rings.

A fresh approach to control biological populations using Kullback–Leibler divergence.

An overview of model theory's impact on mathematical structures and relationships.

Learn how horizontally stationary Bratteli diagrams simplify complex mathematical concepts.

This article examines random tensor networks to understand quantum state behavior.

Explore how fusions enhance probability distributions and decision-making.

A look into error estimation techniques in finite element methods.

MathDSL simplifies mathematical problem-solving for computers and enhances educational tools.