Latest Articles for Combinatorics

An overview of high-dimensional expanders and their significance in various fields.

Research reveals simplifications in decomposition numbers for specific blocks within Iwahori-Hecke algebras.

A look into matroids and their applications in various fields.

A look into matroids, their properties, and intersection theory applications.

This study examines the interactions and properties of colored permutation groups.

Exploring the connections and properties of geometric shapes in mathematical structures.

An overview of double Schubert polynomials and their role in mathematics.

Examining non-homotopic drawings and their properties in multigraphs.

This article examines models in topological quantum field theories using combinatorial methods.

A study of coloring and matching in mathematical structures with group actions.

A clear look at P-points and P-measures and their significance in mathematics.

A study on dimensions of invariant subspaces using combinatorial methods.

A look into the alt-Tamari lattice and its implications for combinatorial structures.

This study examines the behavior of random Motzkin paths influenced by weights and boundaries.

A look at rectangulations and their significance across various fields.

New techniques improve efficiency in analyzing graph properties and satisfiability.

Examining stability, wall-crossing, and representation in quiver moduli spaces.

An overview of wreath Macdonald polynomials and their applications in various fields.

This article explores how q-deformed coefficients enhance our understanding of word patterns.

Exploring the new -deformations in Parikh matrices and their implications in combinatorial studies.

Explore how matroids impact combinatorics, geometry, and algebra.

This study links braid varieties to labeled trees through a mathematical bijection.

A look at double cosets, reduced expressions, and their significance in mathematics.

Explore methods for identifying stable sets within graph structures governed by matroid rules.

Explore the unique traits of conjugation-invariant random permutations.

This article explores the unique properties and applications of -operads in combinatorial mathematics.

An exploration of Schur functors and their impact on various mathematical fields.

Exploring the organized structures in colorings of pairs through Ramsey's theorem.

A look into augmented webs and their role in understanding mathematical patterns.

Exploring properties and behaviors of random centrosymmetric matrices and their eigenvalues.

Exploring the role and impact of pseudoline arrangements in mathematical theory.

Explore the role of polynomials in finite fields and their key applications.

A look at cluster algebras and their impact on various mathematical fields.

Research identifies instances of cyclic sieving in permutation mappings using SageMath.

Examining difficulties in finding bases in labeled matroids based on abelian groups.

Discover the intricate world of cluster algebras and their mathematical significance.

This article examines the link between Dyck paths and integer compositions in mathematics.

A study on Temperley-Lieb crystals and their significance in algebra and geometry.

A look into how sums, differences, and dilates affect sets of integers.

An overview of key concepts in mathematical structures and their significance.