Latest Articles for Mathematics

Discover how stick fragmentation relates to number distribution patterns.

An overview of representations and partitions in group theory and combinatorics.

Study the dynamics of flows in signed graphs and their significance.

A look into the uniqueness of minimal surfaces in hyperbolic geometry.

Explore the significance and representations of Coxeter groups in mathematics.

A look at how isogeny graphs reveal relationships in elliptic curves.

Research extends the applications of matroids and polynomials in complex graph structures.

A look into the structures and patterns in Hardinian arrays.

A look into the properties and applications of flag manifolds in mathematics.

This article discusses expected Shapley-like scores for evaluating contributions in probabilistic databases.

Exploring subgroup membership in virtually free groups using graph theory and algorithms.

Learn the basics of nonlinear Dirichlet forms and their significance in various fields.

A study on solution behaviors in differential equations using trace conditions.

A new dataset evaluates language models' abilities in advanced math problem solving.

Learn how colimits and zig-zags connect different categories in a simple way.

Exploring the boundaries of choiceless computation with hypercubes and preorders.

A look into provability and proof techniques in logic systems.

How Bayesian statistics aids in analyzing experimental data in physics.

Exploring Markov mimics and their role in stochastic processes.

This article discusses a new sequent calculus for Strong L intuitionistic logic.

An overview of polynomials' behavior and their relationship with Julia sets.

A system designed to guide particles along specific paths using feedback control.

Learn about methods and challenges in reconstructing signals from limited data.

Examining connections between algebraic structures through quantum groups and representation theory.

This article discusses how densities and ideals categorize natural numbers.

Explore the significance of friezes in the study of cluster algebras.

This study explores the movement and collisions of hard spheres in a line.

Weyl points reveal unique electronic properties in certain materials.

A simplified look at Lie groups, groupoids, and higher dimensional structures.

A look at Einstein structures and their significance in physics and geometry.

Innovative techniques enhance analysis of stochastic differential equations and their uncertainty.

A look into non-measurable and sup-measurable functions and their significance.

Breather solutions reveal complex behavior in nonlinear systems through unique oscillating patterns.

Exploring the effects of non-invertible symmetries on particle behavior and states.

Exploring strategies in the Cops and Robbers game with 1-planar graphs.

Exploring mathematical modeling for understanding systems across different scales.

A study on the behavior of meromorphic maps and their attracting basins.

This study examines ear anonymity and its implications for directed graphs.

Quasisymmetric functions connect algebra and combinatorics, revealing complex structures.

Examining how random sets and belief functions affect decision-making in various fields.