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Consequently, the result of Wardowski [13] can be presented as an immediate consequence of Theorem 4.2.
This is an immediate consequence of the previous lemma.
Finally, part (iii) is an immediate consequence of Lemma 5. □.
The proof is an immediate consequence of Theorem 3.1.
Since, is an immediate consequence of Theorem 2.1.
Property 1 is an immediate consequence of Theorem 3.2.
We can get an immediate consequence of Lemma 6.
Hence (14) is an immediate consequence of Theorem 3.
(c) This is an immediate consequence of (a) and (b).
The second equality is an immediate consequence of this.
Point (8) is an immediate consequence of (4) and (7).
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