Latest Articles for Mathematics

CPPL enhances traditional logic by incorporating natural numbers and counting constraints.

Discover the complexities behind Olivier Longuet's unique Calissons Puzzle and its mathematical implications.

Explore the structure and properties of quivers in mathematics.

A new approach to improve optimization in machine learning tasks.

Examining how edge weight changes affect the structure of minimum spanning trees.

This article presents fresh insights into formal moduli problems using operadic methods.

This study uses deep learning to find non-trivial zeros of Fokker-Planck operators.

A look into local and nonlocal mathematical challenges and their implications.

Using neural networks to solve challenging equations with sudden changes.

A look into least-squares methods for function approximation using data points.

Analyzing the impact of regularity on solutions of parametric eigenvalue problems.

A method to achieve perfect matchings in bipartite graphs with red edges.

This article explores the significance of valuations in geometry and their applications.

Examining the link between directed isoperimetric inequalities and monotonicity testing.

Explore the unique properties and significance of endoregular lattices in mathematics.

A view into the connection between quantum physics and cosmic interactions.

Exploring the role of invariants in understanding 3-manifolds.

A look into amenable groups and their key properties.

A new wavelet-based quantum approach enhances efficiency in solving partial differential equations.

A look into cyclic and cocyclic objects and their significance in mathematics.

A look into generalized inverses and their significance in functions and statistics.

Study reveals unique particle interactions around merging singularities.

Analyzing the spectral properties of graphs reveals key insights about their connections and behaviors.

Research explores winding numbers and their statistical behaviors in complex systems.

A new method improves optimal transport by learning data-specific cost structures.

An overview of Lipschitz functions and their impact on rectifiable spaces.

A look into distance magic graphs and their unique labeling properties.

Learn how machine learning improves variable ordering in multiobjective optimization.

This paper unveils a framework for Godel-Dummett logics using nested sequent systems.

Improving medical imaging through Generalized Abel equations and Radon transforms.

Explore the role of homoclinic tangencies in the dynamics of complex systems.

This article presents integration theory and new algebraic structures in mathematics.

A deep dive into entanglement entropy and its role in quantum systems.

Examining the Glasner property in relation to linear maps and tori dimensions.

A look into complex hyperbolic geometry, toroidal compactifications, and Kähler metrics.

A novel method for tackling challenging math problems effectively.

A study on the significance and challenges of resonance graphs in specific graph types.

Exploring optimization through hyperbolic polynomials and their applications.

A new method streamlines degree reduction in symmetric polynomials for graph coloring.

Harder's conjecture links modular forms and number theory through Hecke eigenforms.