Rogue waves arising on the standing periodic waves in the Ablowitz-Ladik equation (vol 152, pg 147, 2024)

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Chen, J.
Pelinovsky, D. E.
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    Ankiewicz, A.
    Devine, N.
    Uenal, M.
    Chowdury, A.
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    [J]. JOURNAL OF OPTICS, 2013, 15 (06)
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