Latest Articles for Singularities

Research on black holes may change our view of gravity and spacetime.

A study on using deep learning models for forecasting crucial events.

A look into Shimura varieties and their significance in mathematics.

This study applies Causal Set Theory to analyze black hole entropy.

New models challenge traditional views on singularities and the universe's beginnings.

Uncover the mysteries and behaviors of black holes in our universe.

An overview of black holes, their types, and their significance in the universe.

Exploring how Lorentzian-Euclidean black holes challenge our views on singularities.

Exploring the connections between gravitational theories and conformal field theories.

Exploring the connections between Lie algebroids, blow-ups, and their geometric implications.

Exploring the significance of parabolic and inflection points in ruled surfaces.

Photon spheres shed light on black hole characteristics and their cosmic significance.

Analyzing how initial randomness influences solution behavior in the cubic Szego equation.

Exploring the challenges of linearizing group actions on cubic threefolds with singularities.

A new tool aiding the study of particle interactions through simplified calculations.

Exploring techniques to resolve singularities in -foliations related to algebraic varieties.

A fresh approach to understanding the universe's beginnings through Bianchi spacetimes.

Learn how spectral theory applies to infinite dimensional spaces and real-world systems.

Exploring key relationships between entanglement entropy and spacetime properties.

Researchers study unexpected behaviors in fluid flows through Euler equations and singularities.

Exploring how light's polarization affects its scattering properties and applications.

Explore the features and importance of inflections and vertices in plane curves.

Study reveals conditions for singularities in spacetime through weakly trapped submanifolds.

A fresh model enhances understanding of electric fields and black holes.

Explore the fascinating world of toric varieties and their unique properties.

Examining how anisotropic conditions may shape future cosmic singularities.

Exploring the significance of del Pezzo surfaces in mathematics and rational points.

A look into five-dimensional theories and their geometrical properties in physics.

Explore how surfaces change over time with mean curvature flow.

This paper explores extending Euler products using the Factorization Method.

Exploring K-moduli's role in log del Pezzo pairs and their stability.

A look at how modified gravity theories help explain black holes and cosmic phenomena.

Carrollian fluids combine relativity and fluid dynamics, revealing new mathematical challenges.

A deep dive into the smoothing of algebraic cycles in geometry.

An overview of the formation and features of black holes.

Explore the complex processes of scattering and the role of Feynman integrals.

Examining the persistence of singularities in quantum theories.

Examining the role of Hodge-Lyubeznik numbers in algebraic geometry and singularities.

Research reveals complexities inside black holes, impacting our cosmic understanding.

Superspinars challenge our views on black holes and gravity, offering new insights.