On the Multi-Soliton Solutions and Complete Integrability of New Nonlinear System in(2+1)Dimension
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概要
- 論文の詳細を見る
We have analysed the complete integrability of a new nonlinear system in threedimension recently suggested by Melnikov. On the one harnd we have adopted thetechnique of singular point analysis for ascertaining the above property and on theother we have used the methodology of Hirota for constructi<cn of multi-soliton solu-tions explicitly. It is observed that this equation conforms to the Cauchy-Kawalev-skya criterion and can be said to be completely integrable.
- 社団法人日本物理学会の論文
- 1989-02-15
著者
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Banerjee R
Jadavpur Univ. Calcutta Ind
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CHOWDHURY A.ROY
High Energy Physics Division,Department of Physics,Jadavpur University
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R.S. BANERJEE
High Energy Physics Division,Department of Physics,Jadavpur University
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Banerjee R.
Condensed Matter Physics Research Centre Physics Department Jadavpur University
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Chowdhury A.roy
High Energy Physics Division Department Of Physics Jadavpur University
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Banerjee R.S.
High Energy Physics Division,Department of Physics,Jadavpur University
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