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luke naylor latex documents
research
Max Destabilizer Rank
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0495659b
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0495659b
authored
1 year ago
by
Luke Naylor
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Add paragraph motivating the main lemma
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@@ -328,6 +328,16 @@ the circular walls must be nested and non-intersecting.
\subsection
{
Characteristic curves for pseudo-semistabilizers
}
These characteristic curves introduced are convenient tools to think about the
numerical conditions that can be used to test for pseudo-semistabilizers, and
for solutions to the problem (
\ref
{
problem:problem-statement-1
}
).
In particular, problem (
\ref
{
problem:problem-statement-1
}
) will be translated to
a list of numerical inequalities on it's solutions
$
u
$
.
The next lemma is a key to making this translation and revolves around the
geometry and configuration of the characteristic curves involved in a
semistabilizing sequence.
\begin{lemma}
[Numerical tests for left-wall pseudo-semistabilizers]
\label
{
lem:pseudo
_
wall
_
numerical
_
tests
}
Let
$
v
$
and
$
u
$
be Chern characters with
$
\Delta
(
v
)
,
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