Latest Articles for Mathematics

A look at chordal graph polytopes and the rhombus criterion.

An overview of probability measures, random variables, and their relevance across fields.

Explores graph properties like girth and colorings in subcubic planar graphs.

A look into extremal weight crystals and their significance in representation theory.

This study examines normalized solutions to the quasilinear Schrödinger equation and their significance.

Researchers explore quantum gravity through Swampland, holography, and ensemble averages.

Introducing a method for accurate numerical modeling of complex shapes in biharmonic problems.

Introducing innovative tests for analyzing spherical and hyperspherical data distributions.

A fresh approach to mathematics using pure data and finite sequences.

This article discusses superintegrable systems and their implications in physics.

A look into premonoidal and effectful categories with string diagrams.

An overview of monotone SPDEs, their noise types, and numerical solutions.

A look into Brauer classes and their significance in algebraic geometry.

Exploring the unique features of conullity two manifolds in geometry and topology.

Examining the links between braid groups and the study of manifolds.

A look into the properties and applications of cube complexes in mathematics.

An overview of foliations and their complexities in mathematical study.

Investigating how curvature changes in manifolds over time through Ricci flow.

Discover how points interact with ellipses and ellipsoids through geometry.

A new theorem connects cohomology of algebraic varieties and Stein compacta.

A look into graphs, maps, corners, and symmetry in mathematics.

Analyzing the role of decisiveness in Markov chains and probabilistic models.

Exploring new findings in Moser-Trudinger inequalities and their significance in mathematics.

Probabilistic exponential integrators improve the handling of complex differential equations.

Exploring how randomness affects system changes in nonlocal diffusion, especially in MEMS.

Examining the impact of Ricci solitons and Einstein manifolds in geometry and physics.

A new approach to tackle geometric concepts through labeled structures.

Learn how pseudo-reversing helps handle non-reversible functions in data analysis.

A new method shows promise in solving high-dimensional partial differential equations effectively.

Learn methods for inverting block matrices to save time and memory.

New methods improve fluid simulation efficiency and accuracy.

A new machine learning framework improves the identification of mathematical equations from data.

A study of periodic functions reveals connections influenced by rational and irrational numbers.

This article discusses a new framework for common information in continuous variables.

Examining how curves evolve and change through shortening flow dynamics.

A look into how non-independent random variables can lead to predictable outcomes.

New layout methods improve visualization of complex mathematical structures using string diagrams.

A straightforward look at elliptic curves and translation surfaces.

Exploring methods to list minimal dominating sets in graphs and hypergraphs.

A new method improves understanding and accuracy in solving math word problems.