Latest Articles for Mathematics

This article discusses methods to reconstruct graphs using distance queries.

Techniques to separate positive and negative point sets using polyhedral shapes.

A fresh approach enhances TSP solutions using real-world data and local decision-making.

Analyzing Proper Orthogonal Decomposition's performance excluding difference quotients.

A method to model dynamic systems with improved efficiency.

New methods to compute geodesics on the Stiefel manifold enhance algorithm efficiency.

An overview of optimization challenges in computer science and mathematics.

An overview of modular curves and their relationships with various mathematical concepts.

Exploring Cauchy-complete categories, subtoposes, and rigid topologies in mathematics.

Learn how Riemannian splines connect points smoothly on curved surfaces.

A look into the relationship between polynomials and their derivatives within convex shapes.

An overview of quantum circuits and the significance of symmetries in quantum computing.

Exploring the challenges of rearranging tokens in graphs.

A look into the Type D ASEP and its complex interactions.

Research explores nonabelian difference sets, revealing potential for new applications.

This study examines how temperature affects overlap in branching Brownian motion.

Examining the interplay of shapes through tiling, networks, and mathematical maps.

A look into the importance of incomplete Tambara functors in modern algebra.

New methods aim to improve graph layout evaluation accuracy.

Exploring the relationship between Fibonacci sequences and Stirling numbers in mathematics.

Exploring submodular optimization, its applications, challenges, and algorithms used to solve complex problems.

Exploring symmetry and uniqueness of positive solutions in quasi-linear elliptic equations.

Discover how memristive technology can transform matrix inversion efficiency.

Exploring relationships and structures in set theory through various frameworks and models.

A look into polynomial handling with Lean's features and challenges.

A clear look into Slupecki digraphs and their unique properties.

Exploring the connection between marked bumpless pipedreams and compatible pairs.

New methods improve confidence sets in high-dimensional statistics.

Research highlights new methods for matchings in hypergraphs with conflict avoidance.

Explore the role of functors in category theory and their applications.

Exploring the links between biological relationships and electrical circuits.

A look into the structure and relationships of free groups in mathematics.

A look at how fractional maps help analyze complex systems influenced by memory.

Explore the dynamics of delay differential equations with unimodal functions and their applications.

A look into incidence algebras and their representations in partially ordered sets.

New insights into gravity's interaction with matter unveil complex behaviors.

Examining rough paths, their properties, and applications across various fields.

An overview of the n-body problem and its complexities regarding celestial motions.

New methods simplify solving elliptic equations with improved accuracy and efficiency.

Learn about the structure and uses of de Bruijn arrays in technology.