The purpose of this short note is to rectify the misprints in Part (iii) of Proposition 5 and its proof in the recent paper by Nergiz and Başar [1]. The reader may refer for relevant terminology to Nergiz and Başar [1].
Now, we give the corrected Part (iii) of Proposition 5 and its proof.
Proposition 5. The modular on satisfies the following properties with for all : (iii) if , then .
Proof. Consider the modular on . (iii) Let . Then, for all . So, we have which completes the proof of Part (iii).
We also record that the relation must be corrected as follows: