Latest Articles for Mathematics

An exploration of unique properties and boundaries in Carnot groups.

Examining a Markov chain on finite abelian groups linked to the Cohen-Lenstra distribution.

A look into hyperbolic groups, their growth, and boundary representations.

An overview of the weighted Hermite-Einstein equation and its significance in mathematics.

A new neural network, STAResNet, offers improved solutions for electromagnetic field predictions.

Introducing character complexity to improve quantum circuit analysis and algorithm design.

Exploring the connections between generic motives and motivic cohomology in mathematics.

Explore how some numbers can be better approximated by rationals.

Exploring the complexity of dividing graphs into two connected groups.

Exploring the links and implications of Koszul duality in mathematics.

A study of random hypergraphs, focusing on subgraph counts and statistical behavior.

Exploring harmonic functions and their measures in Hadamard manifolds.

Learn how concentration inequalities help analyze random matrices.

A look into important properties of sets in mathematics.

New estimates improve understanding of the Möbius function and its role in number theory.

Explore how Krylov complexity helps study chaos in quantum systems.

Exploring the impact of positive equality-free logic on model-checking methods.

An overview of curves, square functions, and their relevance in various fields.

An overview of group theory focusing on virtually polycyclic groups and their significance.

A look into integrable systems and their importance across various fields.

A look into semilinear parabolic problems and their implications in various fields.

Combining differential equations and data-driven models for better understanding of complex systems.

This article explores how finite groups relate to symmetric groups through normalizer quotients.

A look into transseries and their importance in mathematical structures.

Researching how number fields relate to Galois groups and elliptic curves.

An overview of free boundary problems and their significance in various fields.

A look into modular polynomials and their role in elliptic curves and cryptography.

A look into reflection-symmetric graphs and their possible flexible arrangements.

Exploring the behavior and structure of random graphs in various contexts.

Exploring the significance and applications of higher continued fractions in mathematics.

Study reveals the integral Hasse principle's reliability in specific mathematical surfaces.

Exploring the connection between black holes and thermodynamic principles.

An overview of Brownian motion and its significance in various fields.

A look into locating-chromatic numbers and their significance in graph coloring.

A look into the structures of number fields and their class groups.

A look into self-affine fractals and their dimensions through sofic sets.

Exploring Gabriel's problem within harmonic functions and Hardy spaces.

Exploring the classification and counting of curves in algebraic geometry.

New methods enhance nonlocal diffusion problem modeling across various fields.

Ultrahomogeneous graphs showcase symmetry, impacting various fields like computer science.