The case against smooth null infinity II: A logarithmically modified Price’s Law
The case against smooth null infinity II: A logarithmically modified Price’s Law
In this paper, we expand on results from our previous paper Case Against Smooth Null Infinity I: Heuristics and Counter-Examples [1] by showing that the failure of peeling (and, thus, of smooth null infinity) in a neighbourhood of $i^0$ derived therein translates into logarithmic corrections at leading order to the …