Latest Articles for Mathematics

A deep dive into the Dyn-Farkhi conjecture and its implications in geometry.

Discover the key properties and structures of KMY algebras in mathematics.

This study enhances estimates for oscillatory integral operators through specific phase conditions.

A look into the flexibility and applications of -chromatic symmetric functions.

A concise overview of reduced abelian groups and their mathematical importance.

Exploring the role of geometry in understanding quantum systems and their behaviors.

A look into the properties and applications of tRAAGs in group theory.

An overview of affine quantum groups and their significance in mathematics.

Exploring the fascinating properties and applications of Fourier quasicrystals in science.

New methods reveal insights into species interactions and community dynamics.

A look at the characteristics and importance of coherent sheaves in algebraic geometry.

Exploring the connection between three-manifolds and topological orders.

Explore key concepts of inequalities and their applications in various fields.

Exploring the dynamics and strategies of new positional games.

New methods offer efficient solutions for operator exponentials in various fields.

A study on optimal control methods for non-smooth systems governed by elliptic PDEs.

Explore the connection between Borcherds products and modular forms.

Explore the connections between Motzkin paths and projective geometry.

Learn about domain theory and its importance in logic and computer science.

A look at domain theory and its structures using univalent foundations.

This study examines constraints for the repeated ReLU function in neural networks.

Re-thinking MDPs through geometry for efficient decision-making.

PDEformer-1 simplifies solving one-dimensional partial differential equations using machine learning techniques.

This article presents a method for solving complex inclusion problems efficiently.

A look into the properties and arrangements of two-dimensional integral point sets.

This article examines the behavior of quasi-states in symplectic geometry.

A study of upper homogeneous posets and their finite lattice cores.

Examining how QSVT improves quantum algorithms for eigenvalue estimation and numerical integration.

An exploration of Schur-Weyl duality within toroidal algebras and their applications.

An overview of Hilbert schemes, Białynicki-Birula cells, and their geometric implications.

Researchers improve neural PDE models using pretrained lower-dimensional equations for better performance.

New approaches to tackle complex linear systems efficiently.

Exploring the relationship between Coxeter groups and Elnitsky tilings in geometry.

A look into partitions, ranks, and new mathematical tools.

An overview of key algebraic structures and their properties.

Explore how invariant norms impact the stability of linear systems.

A look into Artinian meadows and their unique mathematical properties.

Exploring polymorphism's role in math and physics across classical and quantum systems.

Exploring the relationship between unimodular valuations and lattice polytopes.

An overview of metric mean dimension and its role in dynamical systems.