Weak Cosmic Censorship conjecture for the Einstein–Maxwell–Klein–Gordon model

Let $\mathcal{I}^+$ denote future null infinity, and consider the admissible data in the one-ended spherically symmetric Einstein–Maxwell–Klein–Gordon model. Weak Cosmic Censorship conjecture. Among all such admissible data, there exists a generic subclass for which $\mathcal{I}^+$ is complete. The conjecture is solved in the special uncharged massless case $F\equiv0$, $m^2=0$, by Christodoulou, but remains open for the general charged model.