Latest Articles for Mathematics

An overview of rough SPDEs and their significance in various fields.

Understanding the gaps in asymptotic subrank and slice rank of 3-tensors.

Learn about graphs, their properties, and real-world applications.

Study reveals how particles distribute themselves over time on smooth surfaces.

A look into series, their convergence, and divergence behavior.

Explore Hofstadter's G-sequence and its fascinating connections to other mathematical sequences.

A secure method for analyzing sensitive data using advanced mathematical techniques.

This article examines twin-width and tree-width as important graph measurements.

Exploring how to arrange quantum states for better information extraction.

This article simplifies linear differential equations and their characteristics.

New method simplifies simulations for complex physical problems.

A new ConvNet design enhances flexibility and adaptability through continuous symmetry.

A look into the significance and properties of fold partition diamonds in number theory.

A look into how persistence modules aid in understanding evolving data structures.

Exploring the links between period vectors, Gauss sums, and group representation theory.

A look at matching pursuit's efficiency in approximating target functions with various dictionaries.

Learn how fuzzy optimization aids in uncertain decision-making across various fields.

Explore the significance and applications of discrete geometry in modern science and art.

Learn how compartmental models help track infectious diseases in populations.

Learn about posets and their role in various fields.

Understanding derived Grassmannians and their applications in mathematics.

Learn about line congruences and their role in geometry and various applications.

Discover the role of tensors in modern data analysis techniques.

An overview of hypercyclic operators and their significance in functional analysis.

Exploring the relationship between Fano manifolds, the Futaki invariant, and special metrics.

An overview of Wilson loops and their significance in particle physics.

Exploring the connection between geometry and probability through geodesic random walks.

A look at beams under contact forces in engineering and biomechanics.

A guide to reducing dimensions in high-dimensional data while preserving distances.

Exploring the role of stochastic dynamics in systems with randomness and decay to equilibrium.

Exploring spherical basis functions for effective vector field approximations.

A look at the Mordell conjecture and its impact on rational points on curves.

A look at how entropy regularization enhances multi-marginal optimal transport methods.

Discover how robots navigate and adapt in diverse environments using Space-Filling Curves.

A method for determining stability in systems using complex coefficient polynomials.

Exploring the connections between surfaces and their properties in mathematics.

Investigating transformations to improve simulations of particle movement in fluids.

Using QSP can improve the speed and efficiency of pricing financial derivatives.

A method in mathematics for analyzing chip movements on graphs.

Boolean functions are key in algorithms, coding, and cryptography.