Latest Articles for Mathematics

This article examines the isoperimetric problem and its significance in geometry.

Exploring fixed-point tensors and their role in critical systems.

A framework for understanding changing systems through data-driven techniques.

Examining how specific functions can perfectly reconstruct random variables.

New methods address challenges in modeling materials and irregular shapes.

Research reveals insights into how models handle math word problems.

Exploring the connections between geometry, algebra, and practical applications.

A look at quantization methods and their applications using the Cantor distribution.

Explore the relationships between number fields, geometry, and algebra in mathematics.

A look into polynomial rings, ideals, and their dimensions in algebra.

Exploring how buildings help in the study of group behavior.

Exploring how particles behave in networks influenced by reservoirs and varying densities.

Explore the Skolem property and its implications in ring theory.

This article examines Kronecker coefficients and their relation to quantum computing and representation theory.

This study deepens our knowledge of BPS operators in super Yang-Mills theory using multi-matrix techniques.

A look at operator learning and the HJ-Net framework for PDEs.

This article examines how cooperation evolves through evolutionary games on toroidal grids.

Explore the dynamics of invariant circles using Birkhoff averages and parameterization methods.

This article discusses a key optimization method and its applications.

Research focuses on minimizing registers in weighted and cost register automata.

Research on counting solutions to group equations using first-order formulas.

Exploring local modules and their role in braided monoidal 2-categories.

This article examines the moments of Artin-Schreier functions across different families of algebraic curves.

This paper examines sieved random walk polynomials and their applications in mathematics.

A practical guide to computing the quadratic Euler characteristic of smooth projective complete intersections.

A study on eigenfunction localization and its implications in physics and engineering.

A new algorithm enhances the sampling of lattice points in polytopes.

Exploring the unique properties of edge-magic graphs and their significance.

A look at exact dg categories and their significance in modern mathematics.

A study on determining nonlinear coefficients using boundary measurements in the Schrödinger equation.

A study on Riemannian gradient descent and its application in complex game scenarios.

An overview of hypergraphs and their applications in various fields.

Exploring the Hyena Neural Operator's efficiency in solving partial differential equations.

This article presents a novel method for addressing complex advection-dominated diffusion challenges.

This article highlights reduced order models for solving fractional elliptic PDEs efficiently.

Research on shifted convolution sums reveals connections to number theory and theoretical physics.

Explore how path calculus connects linear algebra and quantum theory through visual diagrams.

Exploring the impact of quantum algorithms on cryptographic security regarding the discrete logarithm problem.

An analysis of Ferrers diagrams and their role in rank-metric codes.

An overview of vertex operator algebras in mathematics and physics.