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luke naylor latex documents
research
Max Destabilizer Rank
Commits
98713f85
Commit
98713f85
authored
7 months ago
by
Luke Naylor
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Tweak wording to reduce text overflow into margin.
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#41032
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7 months ago
Stage: test
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tex/bounds-on-semistabilisers.tex
+1
-1
1 addition, 1 deletion
tex/bounds-on-semistabilisers.tex
tex/setting-and-problems.tex
+2
-2
2 additions, 2 deletions
tex/setting-and-problems.tex
with
3 additions
and
3 deletions
tex/bounds-on-semistabilisers.tex
+
1
−
1
View file @
98713f85
...
...
@@ -979,7 +979,7 @@ Next, we seek to find a larger $\epsilon$ to use in place of $\epsilon_v$ in the
proof of Theorem
\ref
{
thm:rmax
_
with
_
uniform
_
eps
}
:
\begin{lemmadfn}
[
%
Finding a
better alternative to
$
\epsilon
_
v
$
:
A
better alternative to
$
\epsilon
_
v
$
:
$
\epsilon
_{
v,q
}$
]
\label
{
lemdfn:epsilon
_
q
}
...
...
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tex/setting-and-problems.tex
+
2
−
2
View file @
98713f85
...
...
@@ -167,7 +167,7 @@ are equivalent to the following more numerical conditions:
\begin{proof}
First, consider the case where
$
\chern
_
0
(
v
)
>
0
$
.
Let
$
u,v
$
be Chern characters
with
Let
$
u,v
$
be Chern characters
such that
$
\Delta
(
u
)
,
\Delta
(
v
)
\geq
0
$
, and
$
v
$
has positive rank.
For the forwards implication, assume that the suppositions of the Lemma are
...
...
@@ -461,7 +461,7 @@ problem using Lemma \ref{lem:pseudo_wall_numerical_tests}.
\begin{proof}
Consider the context of
$
v
$
being a Chern character with non-negative rank
(and
$
\chern
_
1
(
v
)
>
0
$
if rank 0)
(and
with
$
\chern
_
1
(
v
)
>
0
$
if rank 0)
and
$
\Delta
\geq
0
$
, and
$
u
$
being a Chern character with
$
\Delta
(
u
)
\geq
0
$
.
Lemma
\ref
{
lem:pseudo
_
wall
_
numerical
_
tests
}
gives that the remaining
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