Proposition 1 Consider a solution to Equations (16)–(17
) and let
. Then,
either
converges to
or to
. If
, then
has the property that
. Furthermore, if
,
then
converges to
.
Similar to what we have already seen for false spikes, see Section 9.3, we see that by applying an inversion we
can always obtain a non-negative limit for .
http://www.livingreviews.org/lrr-2010-2 |
Living Rev. Relativity 13, (2010), 2
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