Latest Articles for Mathematics

K-theory connects various fields of mathematics through vector bundles and relationships.

Exploring the structure and applications of balanced permutations in mathematics.

Examining the role of reflection groups in understanding symmetry and shapes in mathematics.

A clear look at open books and their visual representations with Kirby diagrams.

New methods for creating Hadamard matrices enhance computational mathematics.

A look into spectral radius and its significance in uniform hypertrees.

This article explores the counting of geometric objects in various mathematical contexts.

Using deep neural networks to analyze heat conduction data and identify potential functions.

Exploring the balance of graph colorings and their implications in mathematics.

A deep look into integrability through Poisson-Lie groups and higher-dimensional systems.

A simulation-assisted method enhances parameter learning in complex quantum systems.

Learn how the Arnoldi algorithm aids in matrix function approximations.

This article explores the Grasshopper Problem on a sphere and its ties to quantum mechanics.

A look into methods of obtaining randomness from structured sources.

Exploring Vieta-Lucas wavelets for effective solutions to complex equations.

A method for analyzing and categorizing complex systems through partitioning.

This study provides new insights into planar spline dimensions and their uses.

An exploration of isolated singularities using D-modules and pole order filtrations.

An overview of primitive points on curves in algebraic geometry.

Exploring centaur-algebra's role in understanding observables within varying geometries and gravity.

Examining the role of free sublattices in algebraic structures.

Exploring how Fermat distances improve data analysis and clustering techniques.

A look into the relationship between isotopy, concordance, and minimal surfaces.

A look into walks in graphs and their significance.

A study on curve behavior in smooth surfaces under reflections.

A look at how quantum processes influence classical behaviors.

A new method for estimating diffusion coefficients using ridge estimators.

An overview of vacuum integration and its impact on UV and IR divergences.

Enhancing stochastic modeling accuracy through new methods for estimating drift and diffusion.

A look into graph theory's role in identifying structures.

Explore the links between lattice path matroids and their applications in various fields.

A look into the structure and importance of odd cycles in graph theory.

A new framework improves predictions for complex hyperbolic PDEs with discontinuities.

Exploring left-orderable fundamental groups of 2-bridge knots through Dehn surgeries.

A look into the significance of permutations and patterns in data analysis.

Study reveals eigenvalue behavior under variable magnetic fields in three-dimensional spaces.

Exploring the connections between Lie superalgebras and Poisson cohomology in mathematics.

A fresh perspective on neural networks focusing on simplicity and function realization.

Examining the valuable connections between weighted automata and logic in computation.

An analysis of decision-making in gambling with limited information.