Add to ORKGThis is a short review of a series of papers which, in collabo- ration with Yue Ma, establish several novel existence results for systems of coupled wave-Klein-Gordon equation. Our method, the Hyperbolic Hyperboloidal Method, has allowed us to address the global evolution problem for the Einstein equations of general relativity and investigate the global geometry of matter spacetimes that are initially close to Minkowski spacetime
In this paper we show the classical global stability of the flat Kaluza-Klein spacetime, which corre...
In this paper we show the classical global stability of the flat Kaluza-Klein spacetime, which corre...
In this thesis we study hyperbolic PDEs arising from general relativity and the standard model of pa...
This is a short review of a series of papers which, in collabo- ration with Yue Ma, establish severa...
AbstractWe provide a significant extension of the Hyperboloidal Foliation Method introduced by the a...
The theory presented in this monograph establishes the first mathematically rigorous result on the g...
We consider the initial value problem for the Einstein-massive field system, and for the f(R)-theory...
We consider the global evolution problem for Einstein's field equations in the near-Minkowski regime...
In [7] Klainerman introduced the hyperboloidal method to prove the global existence results for nonl...
The aim of this work is to provide a proof of the nonlinear gravitational stability of the Minkowski...
We consider the Einstein-Maxwell equations in space-dimension $n$. We point out that the Lindblad-Ro...
We extend the monumental result of Christodoulou-Klainerman on the global nonlinear stability of the...
We derive the asymptotic properties of the mMKG system (Maxwell coupled with a massive Klein‐Gordon ...
We derive the asymptotic properties of the mMKG system (Maxwell coupled with a massive Klein-Gordon ...
In this paper we show the classical global stability of the flat Kaluza-Klein spacetime, which corre...
In this paper we show the classical global stability of the flat Kaluza-Klein spacetime, which corre...
In this paper we show the classical global stability of the flat Kaluza-Klein spacetime, which corre...
In this thesis we study hyperbolic PDEs arising from general relativity and the standard model of pa...
This is a short review of a series of papers which, in collabo- ration with Yue Ma, establish severa...
AbstractWe provide a significant extension of the Hyperboloidal Foliation Method introduced by the a...
The theory presented in this monograph establishes the first mathematically rigorous result on the g...
We consider the initial value problem for the Einstein-massive field system, and for the f(R)-theory...
We consider the global evolution problem for Einstein's field equations in the near-Minkowski regime...
In [7] Klainerman introduced the hyperboloidal method to prove the global existence results for nonl...
The aim of this work is to provide a proof of the nonlinear gravitational stability of the Minkowski...
We consider the Einstein-Maxwell equations in space-dimension $n$. We point out that the Lindblad-Ro...
We extend the monumental result of Christodoulou-Klainerman on the global nonlinear stability of the...
We derive the asymptotic properties of the mMKG system (Maxwell coupled with a massive Klein‐Gordon ...
We derive the asymptotic properties of the mMKG system (Maxwell coupled with a massive Klein-Gordon ...
In this paper we show the classical global stability of the flat Kaluza-Klein spacetime, which corre...
In this paper we show the classical global stability of the flat Kaluza-Klein spacetime, which corre...
In this paper we show the classical global stability of the flat Kaluza-Klein spacetime, which corre...
In this thesis we study hyperbolic PDEs arising from general relativity and the standard model of pa...