# Mihalis Dafermos

## Affiliations: | 2013- | Mathematics | Princeton University, Princeton, NJ |

##### Website:

https://web.math.princeton.edu/~dafermos/##### Google:

"Mihalis Dafermos"##### Bio:

#### Parents

Sign in to add mentorDemetrios L. Christodoulou | grad student | 2001 | Princeton (Physics Tree) | |

(Stability and instability of the Cauchy horizon for the spherically symmetric Einstein-Maxwell-scalar field equations.) |

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#### Publications

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Dafermos M, Holzegel G, Rodnianski I. (2019) Boundedness and Decay for the Teukolsky Equation on Kerr Spacetimes I: The Case . Annals of Pde. 5: 2 |

Dafermos M, Holzegel G, Rodnianski I. (2019) The linear stability of the Schwarzschild solution to gravitational perturbations Acta Mathematica. 222: 1-214 |

Dafermos M, Shlapentokh-Rothman Y. (2018) Rough initial data and the strength of the blue-shift instability on cosmological black holes with Λ > 0 Classical and Quantum Gravity. 35: 195010 |

Dafermos M, Shlapentokh-Rothman Y. (2017) Time-Translation Invariance of Scattering Maps and Blue-Shift Instabilities on Kerr Black Hole Spacetimes Communications in Mathematical Physics. 350: 985-1016 |

Dafermos M, Rodnianski I, Shlapentokh-Rothman Y. (2016) Decay for solutions of the wave equation on Kerr exterior spacetimes III: The full subextremal case |a| < M Annals of Mathematics. 183: 787-913 |

Dafermos M, Rendall AD. (2016) Strong Cosmic Censorship for Surface-Symmetric Cosmological Spacetimes with Collisionless Matter Communications On Pure and Applied Mathematics. 69: 815-908 |

Dafermos M. (2014) Black Holes Without Spacelike Singularities Communications in Mathematical Physics. 332: 729-757 |

Dafermos M, Rodnianski I. (2012) The black hole stability problem for linear scalar perturbations 12th Marcel Grossmann Meeting On Recent Dev. in Theoretical and Experimental General Relativity, Astrophysics and Relativistic Field Theories - Proc. of the Mg 2009 Meeting On General Relativity. 132-189 |

Dafermos M, Rodnianski I. (2011) A proof of the uniform boundedness of solutions to the wave equation on slowly rotating Kerr backgrounds Inventiones Mathematicae. 185: 467-559 |

Dafermos M. (2009) The wave equation on axisymmetric stationary black hole backgrounds Aip Conference Proceedings. 1122: 19-38 |