A New Way to See Inside Black Holes

Year: 2015 Authors: Richard Conn Henry; James Overduin; Kielan Wilcomb

Core claim

Computing and plotting the independent curvature invariants of Kerr-Newman black holes provides a more accurate, beautiful, and complex view of their interiors than coordinate-dependent diagrams.

Topics

black hole interiors, coordinate invariants, curvature scalars, Kerr-Newman geometry

Domains

general relativity, differential geometry, tensor calculus, curvature invariants, scientific visualization, data plotting, diagrammatic representation, visual metaphor

Methods

theoretical derivation, metric tensor analysis, invariant computation, surface plotting

Media

mathematical equations, 2D plots, color-coded figures, coordinate diagrams

Source status

This page publishes metadata and extracted analytical signals only. Raw PDF and full OCR text are kept local for now.