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Given 1
/ μ 2 , k + 1 <
1
/ μ 3 , k + 1 and 0
< ε <
1, then (
εμ 2 , k + 1 ε , μ 3 , k + 1 ) >
0, i.e.,
Q k + 2
Q k + 2
(
1
,
3
)
(
1
,
2
) >
0
=
+
Thus, Lemma 9.1 is correct at t
k
1. Lemma 9.1 is proved.
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