COMPACTION IN A CLASS OF NONLINEAR PARTIAL DIFFERENTIAL EQUATIONS

We inspect the compaction structure in a class of nonlinear dispersive conditions in this article. The compaction sort of lone waves free of exponential tails and width self-sufficient of abundance is formally created. We further set up particular examples of answers for the defocusing parts of thes...

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Published inJournal of the sciences and arts Vol. 22; no. 4; pp. 919 - 928
Main Authors ABBAS, TASAWAR, UL HASSAN, QAZI MAHMOOD, HUSSAIN, ANWAR, FATIMA, MAHEEN, AHMAD, BILAL
Format Journal Article
LanguageEnglish
Published Targoviste Valahia State University under the authority of The National University Research Council 30.12.2022
Subjects
Nonlinear differential equations
Partial differential equations
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Summary:We inspect the compaction structure in a class of nonlinear dispersive conditions in this article. The compaction sort of lone waves free of exponential tails and width self-sufficient of abundance is formally created. We further set up particular examples of answers for the defocusing parts of these models.
ISSN:1844-9581
2068-3049
DOI:10.46939/J.Sci.Arts-22.4-a13