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However, we show in the following that condition (26) does not hold.
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The following example shows that conditions can be satisfied.
Assume that the following condition hold: (i there exist functions and with nondecreasing such that (2.46).
Assume that the following condition holds: (3.33).
Note that the following condition holds: (3.15).
Theorem 4.1 Suppose that the following condition holds.
We assume that the following condition holds throughout this paper.
There exists such that the following condition holds: (2.5).
Therefore we require that the following condition is established.
(ii) There exists such that the following condition holds: (2.5) .
In addition, one supposes that the following condition is satisfied: and (particularly, and ).
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