Latest Articles for Mathematics

Explore hyperbolic groups, their properties, and practical applications in various fields.

This article examines the Rapid Decay property in three-dimensional manifolds.

Vampire prover improves performance through diverse strategies and optimized scheduling.

Investigating the challenges of sparse linear regression through lattice problems.

Exploring the role of Weil-Petersson volumes in quantum gravity theories and their implications.

Discover the basics and significance of dependent type theory in computation.

Examining instantons and their role in understanding quantum systems beyond typical methods.

Introducing the IC method to improve math problem-solving accuracy.

Learn how SSR enhances proof management in Lean 4.

This article explores methods to improve magnetic fields in toroidal domains for nuclear fusion applications.

A new dataset improves LLMs' ability to generate Coq code and proofs.

A look into Hamiltonian actions and the role of singular points.

This study presents two algorithms for accurate recovery of source terms in initial value problems.

A look into associative submanifolds and their role in geometric spaces.

An overview of interpolation sets and their impact on dynamical systems.

A look into simplicial complexes and their impact on network science.

An overview of entropy's role in analyzing log-concave random vectors.

Exploring Golay Complementary Sequences and their significance in engineering and communications.

Study the transition from rational subsets to bounded regular languages through automata.

Examining connections between random matrices and number theory through L-functions.

Exploring the challenges of covering points on a flat surface using unit disks.

Learn about Boolean algebras and their significance in logic and set theory.

A look at how Dehn filling alters the properties of knots and links.

A look into how directed simplicial complexes reveal complex interactions.

Explore the fascinating world of the tetrahedron equation and its applications.

Examining methods for better signal detection through integer solutions.

Lean 4 enhances formal verification with an external verifier for more accurate proofs.

Exploring the unique structures and applications of cluster algebras in various fields.

Learn how k-primitivity enhances our understanding of matrix interactions and real-world applications.

An analysis of topological defects and their role in K3 models.

A new algorithm enhances vertex enumeration efficiency and reliability in hyperplane arrangements.

A study on spectra, homotopy groups, and their applications in mathematics.

Exploring the formation and behavior of clusters in a two-dimensional slab.

Exploring nonstabilizerness and its significance in quantum systems and technologies.

Exploring a new principle for harmonic functions defined on circular domains.

Analyzing the significance of compensated weighted sums in mathematical models of randomness.

Research connects turbulent fluid dynamics to black hole physics, revealing new insights.

Explore the basics of fibrations and their significance in mathematics.

Exploring how UDEs advance understanding of neural systems through modern techniques.

Exploring the behavior of averages across various curves in mathematical analysis.