Latest Articles for Mathematics

This article discusses new developments in cohomology using Homotopy Type Theory.

This paper investigates the impact of simplicity bias on one-dimensional dynamical systems.

A look at dimer models and their applications in various scientific fields.

This article presents a method to handle integral equations affected by noise.

Exploring the Non-Cancelling Intersections Conjecture's impact on set theory.

Exploring the relationship between Bezier curves and the Takagi function in design.

Introducing a new algorithm for constrained bi-level optimization problems in machine learning.

Explore key models guiding the study of biological invasion and population dynamics.

New framework aids in simulating complex shapes in physics and engineering.

This model improves predictions for partial differential equations using innovative techniques.

Discover how supervised learning aids in solving complex equations efficiently.

GUDR enhances UDR for better accuracy in uncertainty quantification.

New techniques improve uncertainty quantification for complex engineering models.

A study on dimensions of invariant subspaces using combinatorial methods.

An overview of the Leray transform and its significance in mathematics.

This article examines how missing numbers affect sumsets in random collections.

A look into how information theory enhances our understanding of disease spread and populations.

Research reveals new insights into colored links and knot invariants.

A look into the alt-Tamari lattice and its implications for combinatorial structures.

A look at anticolimits and their role in expressing complex structures simply.

Examining the impact of finite rank perturbations on normal operators and their invariant subspaces.

Explore the ties between toric cycles and modular forms in modern mathematics.

Exploring the potential of PDE-G-CNNs for efficient image analysis.

A look into the relationship between groups, Poincare exponents, and their applications.

Exploring the connections between spherical maximal functions, Hardy spaces, and Fourier integral operators.

New methods enhance the Kaczmarz algorithm for solving dense linear systems.

A method to study seabed changes using shallow water wave measurements.

Using neural networks to solve complex partial differential equations efficiently.

An overview of explicit cocycles and their significance in mathematics.

Examining how traces of operators behave on hyperbolic surfaces.

New methods improve efficiency in graph coloring and bandwidth coloring challenges.

A look at how cosmologists manage infinite values in their calculations.

An exploration of relationships between automorphic forms and their dual properties.

This article discusses various models of set theory and their implications.

A look at how phase space aids in understanding quantum systems.

A look into evasion numbers and how they interact with soft-linked posets.

Explore how functional differential equations model systems with delays across various fields.

A look into -complexes and their significance in mathematics and various fields.

Research connects neural networks with mathematical models, improving their design and effectiveness.

Exploring the connections between group actions, Khovanov homology, and knot theory.