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Note that y i satisfies.
So F i satisfies the condition (2).
Hence F i satisfies the condition (4).
(phi(I)) satisfies the following assumptions.
We assume that f i satisfies ( H 1 ).
where w i satisfies the power constraint in (4).
(i) satisfies sub- growth condition; (ii) satisfies general growth condition.
where r i satisfies the detailed balance equation [34].
From Lemma 2.5, we have g i satisfies Equation (22).
(i) satisfies property (E.A); (ii) is a -quasicontraction; (iii).
Clearly, g i satisfies (C3) and (C4) with p i = ∞.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com