Latest Articles for Mathematics

New techniques shed light on fast-slow SDEs influenced by random processes.

An overview of vector partition functions and their applications in mathematics.

This article discusses the properties of width in geometric curves.

An overview of shape theory and its applications in mathematics.

Exploring the behavior of shapes through Neumann and Steklov eigenvalues.

Examining the role of maximal operators in quantum mechanics and their implications.

A look into the properties of degenerate almost complex surfaces in nearly Kähler manifolds.

A look into the roots of elements in finite Abelian groups.

An overview of contact manifolds and their essential properties in topology.

A clear look at Fourier series for analyzing functions in various fields.

Benford's Law shows how natural data defies expectations in digit distribution.

Quantum computers offer new ways to simulate complex equations efficiently.

Exploring various complexities and types of domino snake problems in combinatorial group theory.

Examining how lattice sampling can improve wavelet representation.

An accessible look at Dirac operators and their significance on graphs.

A simpler approach to calculate Gromov-Hausdorff distances in metric spaces.

A look into how realizability connects mathematics, logic, and computation.

Examining RSGDA's effectiveness in solving stochastic minimax optimization problems.

Examining the intricate isomorphism problem in ergodic theory.

A look into the dynamics and stability of cold plasma in various applications.

Exploring new methods for converting non-deterministic automata to deterministic forms.

Explore the relationships between finite depth objects and planar algebras.

Explore the role of numerical methods in understanding Lie systems across various fields.

GQSP broadens the scope of quantum computing by simplifying complex operations.

An exploration of circle packings and their unique properties in hyperbolic space.

A study on how spectral independence affects system stability and mixing time.

Exploring the connection between Fréchet spaces and holomorphic functions in complex analysis.

Study of operators essential for analyzing holomorphic functions and their geometric properties.

Examining how temperature affects superconductivity and topological properties in materials.

Exploring how math and physics work together in learning.

New adaptive methods improve accuracy in solving conservation laws.

Exploring new methods for identifying non-causal dynamic systems using kernel-based techniques.

An overview of module categories, strong generators, and their significance in algebra.

A look into prime numbers and their patterns in number theory.

Improved expressions for definite integrals enhance accuracy in various fields.

A look into shapes and how they evolve through mean curvature flow.

Research tackles challenges in defining logarithms for hypercomplex numbers.

VisualPDE makes learning complex equations easy and engaging for everyone.

A new method improves coordinate calculations for graphics and engineering applications.

Analyzing the connection between C-I graphs, chordal graphs, and cographs.