CHOWDHURY A.ROY | High Energy Physics Division,Department of Physics,Jadavpur University
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概要
関連著者
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CHOWDHURY A.ROY
High Energy Physics Division,Department of Physics,Jadavpur University
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Chowdhury A.roy
High Energy Physics Division Department Of Physics Jadavpur University
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SEN Shibani
High Energy Physics Division,Department of Physics,Jadavpur University
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Sen Shibani
High Energy Physics Division Department Of Physics Jadavpur University
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Chowdhury A
Jadavpur Univ. Calcutta Ind
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Banerjee R
Jadavpur Univ. Calcutta Ind
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R.S. BANERJEE
High Energy Physics Division,Department of Physics,Jadavpur University
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Roy S
High Energy Physics Division Department Of Physics Jadavpur University
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Chanda Pranob
High Energy Physics Division Department Of Physics Jadavpur University
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ROY Swapna
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.
High Energy Physics Division Department Of Physics Jadavpur University
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Roy Swapna
High Energy Physics Division Department Of Physics Jadavpur University
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Alam Md.khurshed
High Energy Physics Division Department Of Physics Jadavpur University
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M. DE
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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CHOWDHURY A.Roy
High Energy Physics Division, Department of Physics Jadavpur University
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De M.
High Energy Physics Division,Department of Physics,Jadavpur University
著作論文
- On the Multi-Soliton Solutions and Complete Integrability of New Nonlinear System in(2+1)Dimension
- On the Complete Integrability of Some Nonlinear Klein-Gordon Systems : Autonomous and Nonautonomous
- On the Bethe-Ansatz for Supersymmetric Nonlinear Schrodinger Equation
- Effect of Non-Thermal Electrons on the Interaction of Drift Wave and Electrostatic Ion-Cyclotron Wave and Modulation Instability
- Exact Solutions,Deformed Integrable NLS Equation and Riemann Problem
- On a Nonlinear Schrodinger Equation in an External Field-A Bethe Ansatz Approach