Latest Articles for Mathematics

A new model enhances interest rate predictions using three interrelated factors.

A study of boundaries in unbounded Fatou components of transcendental entire functions.

New methods enhance control strategies for uncertain engineering systems.

A fresh look at functions using discrete ordinary differential equations.

Exploring a layered approach to modal logic and its applications.

Discover the Heawood graph's role in map coloring and its mathematical implications.

Exploring synchronization effects in complex networks and their real-world applications.

A look at graphs and their connections to association schemes.

This study examines optimal shapes using Blaschke-Santaló diagrams in engineering and design.

This study investigates properties of the Monge-Ampère equation in ring-shaped domains.

New methods improve understanding of random matrix behavior and dependencies.

An exploration of full transformation semigroups and their key features.

Study of aggregation processes reveals insights into mass distribution and clustering dynamics.

A look at how topology influences electronic properties in materials.

Exploring the KGH equation's implications in quantum mechanics and nonlinear dynamics.

A look at bilevel programming and its complexities in optimization problems.

Researchers improve methods for finding Ramsey number counterexamples using new algorithms.

A study on numerical methods for solving Fredholm integral equations.

Discover the significance of Fourier analysis in understanding geometric measures and structures.

A new method simplifies converting complex SDPs to real formats for improved efficiency.

Learn about chiral polytopes and their fascinating properties.

Examining isoperimetric problems and their real-world applications in geometry.

Exploring coloring techniques in hypergraphs and their mathematical implications.

Investigating dense orbits in groups with infinitely many connected components.

A look into spinors and their significance in modern physics.

This article analyzes the Simple Loop Conjecture and its validity across various representations.

Exploring Size-Ramsey Numbers and their impact on graph theory and sparse structures.

A look into graph relationships through matchings and Turan numbers.

Investigating fluid behavior with time-dependent boundary conditions.

This article examines min-k-planar drawings and their significance in graph representation.

Learn about the systems behind lottery ticket designs and their significance.

A look into four-manifolds and their unique properties.

A look into mapping class groups and their impact on surfaces.

Learn about aperiodic monotiles and their unique patterns in tiling.

A look into the Kauffman bracket skein module and its applications in knot theory.

Exploring the significance of convex minorant trees in analyzing random graphs.

Research reveals complex behaviors of particles in disordered systems.

A fresh billiards game combining symplectic and tiling elements for unique gameplay.

Explore how orbifolds shape our understanding of symmetries and defects in physics.

A look at differential operators, their properties, and significance in various fields.