SOLITONS AND CONSERVED QUANTITIES OF THE ITO EQUATION

Ghodrat Ebadi; A. H. Kara; Marko D. Petkovic; Ahmet Yildirim; Anjan Biswas

Journal article

SOLITONS AND CONSERVED QUANTITIES OF THE ITO EQUATION

Ghodrat Ebadi, A. H. Kara, Marko D. Petkovic, Ahmet Yildirim and Anjan Biswas

Proceedings of the Romanian Academy. Series A Mathematics, Physics, Technical Sciences, Information Science, Vol.13(3), pp.215-224

01/07/2012

Abstract

Multidisciplinary Sciences

Science & Technology

Science & Technology - Other Topics

This paper obtains the soliton solutions of the Ito integro-differential equation. The G'/G method will be used to carry out the solutions of this equation and then the solitary wave ansatz method will be used to obtain a I-soliton solution of this equation. Finally, the invariance and multiplier approach will be applied to recover a few of the conserved quantities of this equation.

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Title: SOLITONS AND CONSERVED QUANTITIES OF THE ITO EQUATION
Creators - without role: Ghodrat Ebadi - University of Tabriz
A. H. Kara - University of the Witwatersrand
Marko D. Petkovic - University of Nis
Ahmet Yildirim - Ege University
Anjan Biswas - Delaware State University
Publication Details: Proceedings of the Romanian Academy. Series A Mathematics, Physics, Technical Sciences, Information Science, Vol.13(3), pp.215-224
Publisher: Editura Acad Romane
Number of pages: 10
Grant note: 144011 / Serbian Ministry of Science; Ministry of Education, Science & Technological Development, Serbia
Identifiers: 9940107608331
Academic Unit: King Abdulaziz University
Language: English
Resource Type: Journal article