A new proof of nonlinear stability of de Sitter space yields a precise conformal-boundary expansion and a bijection between nearby solutions and prescribed scattering data on the boundary.
On the existence ofn-geodesically complete or future complete solutions of Einstein’s field equations with smooth asymptotic structure , volume =
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Stability of de Sitter Space and Expansion at the Conformal Boundary
A new proof of nonlinear stability of de Sitter space yields a precise conformal-boundary expansion and a bijection between nearby solutions and prescribed scattering data on the boundary.