5 citations · 9 across the 3 of their papers we have counts for
3 papers
gr-qc2016★ 1 cited
Non-constant mean curvature trumpet solutions for the Einstein constraint equations
Jeremy Leach
We prove the existence of a large class of initial data for the vacuum Einstein equations which possess a finite number of asymptotically Euclidean and asymptotically conformally c…
gr-qc2014★ 3 cited
A limit equation criterion for applying the conformal method to asymptotically cylindrical initial data sets
James Dilts, Jeremy Leach
We prove that in a certain class of conformal data on an asymptotically cylindrical manifold, if the conformally decomposed Einstein constraint equations do not admit a solution, t…
gr-qc2013★ 5 cited
A far-from-CMC existence result for the constraint equations on manifolds with ends of cylindrical type
Jeremy Leach
We extend the study of the vacuum Einstein constraint equations on manifolds with ends of cylindrical type initiated by Chruściel and Mazzeo by finding a class of solutions to the…