Latest Articles for Group Theory

A look into how power maps influence group interactions.

Explore the lively interactions between mathematical groups and their representations.

A clear overview of Jordan classes and their role in algebra.

Exploring the combination of smooth classes and their implications in mathematics.

Learn how colored partition algebras group items in unique ways.

An overview of the structure and properties of 2-dimensional Shephard groups.

Exploring the relationship between orbits and group identification in mathematics.

Discover the links between group theory and graph structures.

Discover the intriguing world of biautomaticity in geometry and group dynamics.

Explore the significance and complexity of algebra lengths in mathematics.

Discover how group algebras help compare mathematical structures with strict comparison.

Discover the fascinating world of Triangle Artin groups and their structures.

Explore how rapid decay properties influence group behavior in mathematics.

Discover the fascinating relationship between groups and tree structures in mathematics.

Discover how randomness shapes group behavior over time.

A look into the fascinating world of RAAGs and their properties.

Exploring the interplay between groups and their representations in mathematics.

Dive into the fascinating world of Hamiltonian paths and cycles in graph theory.

Discover the fascinating world of symmetric designs and their higher-dimensional counterparts.

Discover the fascinating realm of virtual right-angled Artin groups and their complexities.

Discover how small doubling sets affect Fourier coefficients in mathematics.

Explore how groups expand differently, revealing their unique structures and behaviors.

Discover how regularity lemmas simplify complex structures in mathematics.

Unraveling the relationship between shapes and group actions in mathematics.

Dive into the fascinating world of entropy and its role in group theory.

Dive into the fascinating world of just infinite groups and their unique properties.

Explore the connections between groups, chain complexes, and their properties.

Dive into the complexities of metaplectic groups and their dualizing involutions.

Discover the intriguing properties and applications of finite abelian groups and their subrings.

Explore the connections between tempiric representations and operator K-theory in mathematics.