skip to content

Faculty of Mathematics

 

My research interests are black holes, and more generally the theory of General Relativity.

My first line of research involved the study of non-smooth horizons. The event horizons of dynamical black holes generically exhibit non-smooth features, including creases and caustics. With collaborators, I studied these features, provided a classification of such features in 4 dimensions, and described their properties. I explored the merger of two Kerr black holes and showed that these features are indeed present, and have the correct mathematical properties. I also showed that these features exist on dynamical cosmological horizons.

My current research relates to the third law of black hole mechanics. A counterexample was recently found in spherical symmetry, but the rotating case remains open. My goal is to find a spacetime in which an extremal rotating black hole is formed in finite time, or to find evidence that such a construction is not possible.

 

Email: mjhg2@cam.ac.uk

Publications

The merger of a black hole with a cosmological horizon
M Gadioux, H Wang
– Classical and Quantum Gravity
(2025)
42,
095010
The merger of a black hole with a cosmological horizon
M Gadioux, H Wang
(2024)
Evolution of creases on the event horizon of a black hole merger
M Gadioux, RA Hennigar, HS Reall
– Physical Review D
(2024)
110,
084029
Evolution of creases on the event horizon of a black hole merger
M Gadioux, RA Hennigar, HS Reall
(2024)
Creases, corners, and caustics: Properties of nonsmooth structures on black hole horizons
M Gadioux, HS Reall
– Physical Review D: Particles, Fields, Gravitation and Cosmology
(2023)
108,
084021
Creases, corners and caustics: properties of non-smooth structures on black hole horizons
M Gadioux, HS Reall
(2023)

Research Group

High Energy Physics

Room

BL.01

Telephone

01223 339740