Latest Articles for Mathematics

A deep dive into the Frank number and graph connectivity.

Explore the significance and applications of operator-valued orthogonal polynomials in mathematics.

Explore the fundamentals and uses of graph theory in various fields.

Machine learning techniques are reshaping cryptographic approaches to Learning With Errors.

This study examines the convergence of sampling operators in Orlicz spaces.

Research improves methods to solve complex nonlinear PDEs effectively.

Introducing a new approach for managing mechanical systems using sliding mode control.

Innovative technique improves efficiency in fluid flow and wave analysis.

Math Anxiety impacts learning and performance, revealing the need for better assessment methods.

Explore recent methods and their impact on optimization efficiency.

A visual approach to grasping programming concepts using string diagrams.

Investigating the isomorphism problem in power graphs and its implications.

A study of rotating fluid bodies and their stability characteristics.

A new deterministic algorithm for (degree + 1)-list coloring in distributed systems.

Hash functions are vital for security, yet collisions pose significant challenges.

A discussion on symmetric polynomials and their role in fields with positive characteristics.

Explore the classifications and implications of functions in Martin's Conjecture.

A look at Bessel and Riesz potentials for function approximation.

This article discusses using mini-batches with Gaussian processes to solve nonlinear PDEs.

Examining how noise influences chaotic map networks and creates chimera states.

A look at how vanishing theorems influence algebraic geometry through Hodge theory.

A look at spiral trajectories, dimensions, and singularities in mathematical systems.

Enhancing linear algebra education through technology and active learning methods.

Learn how Markov chains model systems with slow changes over time.

This approach offers improved accuracy and robustness for estimating parameters in ordinary differential equations.

Exploring recent improvements in optimization techniques for complex mathematical problems.

An overview of fibrations and their significance in algebraic geometry.

How our perception can differ from mathematical truths in understanding shapes.

A new matrix product that accommodates non-square matrices in mathematical operations.

Explore the fascinating impact of the Fibonacci sequence across various fields.

A look into bilevel optimization and its applications.

A look at homogeneous forms and their importance in mathematics.

This study examines how minimal models relate through flops within three-dimensional varieties.

Learn how control systems manage costs while reaching performance goals.

A look at the role of symmetry in crystals and its practical uses.

Research explores unique solutions in fluid dynamics involving droplets and gases.

Exploring the optimal connection strategies for groups of points in trees.

Exploring the links between uniform even subgraphs and magnetic material models.

Study reveals insights into particle behavior using the Dirac operator with singular interactions.

WOCLCT improves signal analysis across various scientific fields.