Latest Articles for Mathematics

Tangent categories connect geometry, algebra, and more through systematic study of change.

This article explores singular hypersurfaces and their connection to mirror symmetry.

An overview of integrable operators and their significance in various fields.

A look at polytopes, lattice points, and their mathematical significance.

Exploring the link between knots and quantum invariants.

Explore the unique properties and applications of Cantor sets in mathematics.

Examining shapes that minimize area within complex hyperbolic geometries.

Learn how to tackle inverse coefficient problems using Neumann series.

This study examines ergodic behavior in modified flows on unique surfaces.

A look into how linked twist maps show ergodic behavior and shear parameters.

This article explores the mixing properties of piecewise affine maps and their chaotic behaviors.

This article discusses how particles move in unpredictable ways within biological systems.

This article discusses non-parametric tests for analyzing symmetry in data.

Researchers study noise effects on neuron interactions and stability in brain models.

Study of cactus graphs and their relevance in optimization problems.

Exploring unique properties of non-geodesic hyperbolic spaces reveals new mathematical insights.

Research highlights the limitations of transformer models with longer arithmetic inputs.

A new method improves reasoning abilities in language models using graphs.

Research on edge crossings in topological graphs reveals important structural insights.

This article explores nested sequents and their application in quantified modal logics.

Research focuses on efficient algorithms for k-factors in graph theory.

This article examines the complexity involved in discrete-time quantum walks and their circuits.

An insight into random walks and their behavior in mathematical groups.

Analysis of configuration spaces and their homology involving odd prime surfaces.

New methods improve efficiency in solving complex partial differential equations.

Exploring the unique properties and applications of discrete harmonic surfaces in geometry.

Examining the connection between rational characters and elements in finite groups.

New BFGS method improves handling of multiobjective problems.

A study of 2-bridge knots, focusing on genus and crossing numbers.

A study on classifying three-component link maps in four-dimensional space.

A look at tautological rings and their role in mathematics.

Learn about VC-dimension and its role in analyzing graph structures.

A new approach to computing reachability probabilities in complex systems with infinite states.

Explore bounds on integer solutions in linear equations.

Examining Laurent coefficients of modular forms and their significance in number theory.

A look at interval-closed sets and their toggling behavior.

A look into the relationships between algebraic groups and function fields.

Explore the connection between RAAGs and graph properties.

A look into graphs, their structures, and important concepts.

Explore how dominoes can be arranged in unique patterns on toroidal grids.