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Department of Applied Mathematics and Theoretical Physics

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: Particles, Fields, Gravitation and Cosmology
(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 non-smooth 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