40 citations · 314 across the 33 of their papers we have counts for
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Basis for scalar curvature invariants in three dimensions
A. A. Coley, A. MacDougall, D. D. McNutt
-non-degenerate spaces are spacetimes that can be characterized uniquely by their scalar curvature invariants. The ultimate goal of the current work is to construct a…
Mathematical Properties of a Class of Four-dimensional Neutral Signature Metrics
D. Brooks, N. Musoke, D. McNutt +1
While the Lorenzian and Riemanian metrics for which all polynomial scalar curvature invariants vanish (the VSI property) are well-studied, less is known about the four-dimensional…
Killing vectors in higher dimensional spacetimes with constant scalar curvature invariants
David McNutt, Nicos Pelavas, Alan Coley
We study the existence of a non-spacelike isometry, ζ, in higher dimensional Kundt spacetimes with constant scalar curvature invariants (CSI). We present the particular forms for t…
CCNV Space-Times as Potential Supergravity Solutions
A. Coley, D. McNutt, N. Pelavas
It is of interest to study supergravity solutions preserving a non-minimal fraction of supersymmetries. A necessary condition for supersymmetry to be preserved is that the spacetim…