Latest Articles for Mathematical Analysis

This article discusses the challenges of smoothing stable maps in projective varieties.

Examining the unique features of the Iwasawa manifold and its deformations.

An overview of Drinfeld modular forms and their interaction with Hecke operators.

A study on graph reconstruction using connected subsets and structural information.

A fresh perspective on fluid dynamics using sub-Riemannian Navier-Stokes equations.

Explore the significance of harmonic spinors and 1-forms in geometry and topology.

Analyzing pressure correction methods for fluid dynamics error management in simulations.

Exploring the structure and features of nilpotent groups and torsion-free elements.

This paper investigates the compactness of Morse boundaries in relation to group behaviors.

Research highlights connections of cusp forms without complex multiplication and modular forms.

A look into the Stokes operator's role in nonsmooth domains.

A look into the dynamics of Anosov diffeomorphisms on toroidal surfaces.

A study on the distribution of zeros in automorphic forms and their significance.

Exploring periodic approximations of Schrödinger operators through substitution systems.

This article examines function approximation in algebraic varieties using the Relative Stone-Weierstrass theorem.

A look into eigenvalues related to the Dirac operator in quantum mechanics.

A deep dive into the properties and applications of LSL copulas.

A look at input-to-state stability in complex control systems.

Examining field interactions at the edge of a wedge and half-plane.

An overview of spectral curves and their connection to linear systems in algebraic geometry.

This article examines the relationships and properties of closed linear subspaces.

Explore how tensor norms enhance accuracy in control and estimation methods.

A look into chain Sobolev spaces and their significance in analyzing functions.

This study reveals the existence of non-trivial automorphisms in Polish groups.

Analyzing how Fisher information decreases over time in particle systems.

A study of positive solutions influenced by Hardy-Sobolev exponents in Laplace equations.

A closer look at LC-functions and their mathematical connections.

Exploring the links between rational curves and vector bundles in geometry.

This study reveals how particle probabilities change in an expanded quantum well.

This study examines the relationship between finite abelian groups and their multiplicative counterparts.

This study examines how correlation functions reveal system behaviors in response to environmental changes.

This study focuses on creating Levi-flat hypersurfaces from specific submanifolds.

This article explores operators on warped product manifolds and their stability properties.

A look into how rational numbers approximate irrational ones and their implications.

This study investigates the zeroes of half-integral weight Hecke cusp forms.

Examining the stability properties of vortex quadrupoles and their real-world implications.

Examining how modular forms relate to quadratic fields through periods and zeta functions.

Examining how function shifts can represent spaces in mathematics.

A study on positive solutions and their behavior under boundary conditions.

A look into large fields and their relation to diophantine sets.