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19932007
most citedAffine projection tensor geometry: Lie derivatives and isometries

18 citations · 31 across the 5 of their papers we have counts for

collaborators

5 papers

gr-qc2007★ 2 cited

Cylindrical Gravitational Waves in Expanding Universes: Explicit Pulse Solutions

Robert H. Gowdy

Solutions analogous to the Weber-Wheeler cylindrical pulse waves are found for the case of cylindrical gravitational waves in an expanding universe. These pulse solutions mimic the…

gr-qc2007★ 4 cited

Cylindrical gravitational waves in expanding universes: Models for waves from compact sources

Robert H. Gowdy, B. Douglas Edmonds

New boundary conditions are imposed on the familiar cylindrical gravitational wave vacuum spacetimes. The new spacetime family represents cylindrical waves in a flat expanding (Kas…

gr-qc2001★ 1 cited

The compactification of initial data on constant mean curvature time slices in spherically symmetric spacetimes

Robert H. Gowdy

Conformal mappings of surfaces of constant mean curvature onto compact bounded background spaces are constructed for Minkowski space-time and for Schwarzschild black hole spacetime…

gr-qc1994★ 18 cited

Affine projection tensor geometry: Lie derivatives and isometries

Robert H. Gowdy

The generalized projection-tensor geometry introduced in an earlier paper is extended. A compact notation for families of projected objects is introduced and used to summarize the…

gr-qc1993★ 6 cited

Affine Projection Tensor Geometry: Decomposing the Curvature Tensor When the Connection is Arbitrary and the Projection is Tilted

Robert H. Gowdy

This paper constructs the geometrically natural objects which are associated with any projection tensor field on a manifold with any affine connection. The approaches to projection…