Latest Articles for Geometry

This article discusses Dirac operators and their connection to Seiberg-Witten equations.

A look into spectral projectors in mathematics using toroidal shapes.

Exploring the challenges and insights of quasilinear elliptic equations within Hyperbolic space.

Explore the connections and implications of snake graphs in various mathematical domains.

A look into the significance and applications of graded ideals in mathematics.

Exploring the properties of quasihomogeneous singularities in mathematics.

An in-depth look at the center of mass and its geometric implications.

An overview of hyperbolic-by-cyclic groups and their cubulability in mathematics.

This article explores how shapes and patterns connect in mathematical percolation models.

Exploring the links between matroid powers and tropical geometry.

A simplified look at moduli spaces and their significance in mathematics.

A deep dive into complex hyperbolic geometry and its modular group.

A look at factorization algebras and their impact on field theory.

Exploring the link between quantum modular forms and three-dimensional manifolds.

Research reveals new methods for fitting ellipsoids to random data points.

A look at how surjection property and computable type interact in mathematical spaces.

A deep look into the Rayleigh Conjecture and optimal shapes.

A look into Legendrian knots and their classification methods in knot theory.

Exploring methods for learning about polytopes through hyperplanes.

Explore the unique properties and applications of trihex shapes.

A look into Coxeter tetrahedra and their role in hyperbolic geometry.

This study highlights key properties of evolution operators in mathematical systems.

A look into hyperplane arrangements and the Primitive Eulerian polynomial.

A look into the Szegö kernel's role in analysis and geometry.

Discover the link between crocheting and minimal surfaces in math.

Examining the relationship between geometry and black holes through the bounded conformal conjecture.

Explore the properties and implications of complex hyperbolic geometry and reflection groups.

Examining the Kloosterman connection and its ties to Bessel moments and mathematical structures.

Exploring efficient patrolling methods using insights from the Fagnano Triangle problem.

This article examines the isoperimetric problem and its significance in geometry.

Exploring the connections between geometry, algebra, and practical applications.

Explore the relationships between number fields, geometry, and algebra in mathematics.

A practical guide to computing the quadratic Euler characteristic of smooth projective complete intersections.

A look at exact dg categories and their significance in modern mathematics.

Examining the links between AdS boundaries and defects reveals new physics insights.

Learn how dilatations modify algebraic structures and their applications.

A look at flex points and their significance in mathematics.

K-theory connects various fields of mathematics through vector bundles and relationships.

Examining the role of reflection groups in understanding symmetry and shapes in mathematics.

A clear look at open books and their visual representations with Kirby diagrams.