Latest Articles for Mathematics

A fresh approach to modeling how clusters exchange and grow.

This study connects p-adic and real conformal field theories at finite temperatures.

A detailed approach to estimating hyperuniformity in various natural systems.

A look into homotopy, motivic homology, and their impact on mathematics.

An examination of new meromorphic forms and their properties on specific curves.

A new heuristic enhances solution finding in MILP problems.

A new framework enhances automata theory to analyze data-driven systems efficiently.

A new method enhances differentiation accuracy using Taylor expansions and correction terms.

A look into the principles and challenges of string theory.

This article presents a method for solving nonlocal parabolic problems using Isogeometric Analysis.

Discover a promising approach to solving challenging equations in physics and engineering.

An overview of the complexities in ideal membership within mathematical rings.

Explore connections between Tesler matrices, Lusztig data, and their representations.

Learn how matrix majorization aids in comparing probabilities across different matrices.

Explore the basics and importance of graph structures and their properties.

Exploring marked elliptic root systems and their importance in mathematics.

A study on managing systems with sudden changes and limited observations.

Exploring the relationships between theta graphs and diffeomorphic mapping classes.

Explore the connections between Borel homomorphisms and equivalence relations in mathematics.

Examining the role of anti-cyclotomic Euler systems in number theory.

A look into symmetry breaking operators and their role in mathematical structures.

New techniques improve the search for mathematical formulas.

A study on descents, inversions, and their implications in permutations.

Explore the relationships between shapes and their properties in geometry.

This paper discusses the role of bath correlation functions in open quantum systems.

A concise overview of associative algebras and their applications in various fields.

Investigating the behavior and stability of contracting systems and their applications.

Explore how random time steps improve solutions to ordinary differential equations.

New activation functions improve neural networks for solving complex equations.

A method for detailed signal analysis over time and frequency.

Exploring the role of spectral methods and W-systems in solving complex PDEs.

Exploring the links between quantum mechanics and gravity through entanglement.

Exploring a flexible approach to approximate vectors using random information.

This article examines multi-Rees algebras and their role in algebra and geometry.

A look into unique connections between points in geometry using parabolic-taxicab distance.

Explore how particles move randomly on flat surfaces.

Exploring the role of horocycles in dynamical systems and their extreme values.

A study on manipulating temperature using Wentzell boundary conditions and Dirichlet control.

Examining triangles in graphs reveals insights into structure and connectivity.

A look at Ian G. Macdonald's impactful work in mathematics.