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Original Articles

An Integrable Coupled Toda Equation And Its Related Equation Via Hirota’s Bilinear Approach

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Pages 237-244 | Published online: 21 Jan 2013

References

  • Hu , Xing-Biao and Clarkson Peter , A. 1997 . Bullough Robin, New Integrable Differential-Difference Systems . J. Phys. A , 30 ( 20 ) : L669 – L676 .
  • Hu , Xing-Biao and Tam , Hon-Wah . 2001 . Bäcklund transformations and Lax pairs for two differential-difference equations . J. Phys. A , 34 ( 48 ) : 10577 – 10584 .
  • Hu , Xing-Biao and Tam , Hon-Wah . 2001 . Some recent results on integrable bilinear equations . J. Non-linear Math. Phys. , 8 : 149 – 155 . suppl.
  • Hirota Ryogo Direct methods in soliton theory, in Solitons edited by R.K. Bullough and P.J. Caudrey, Springer, Berlin, 1980
  • Hirota , Ryogo and Satsuma , J . 1976 . A variety of nonlinear network equations generated from the Bäcklund transformation for the Toda lattice . Prog. Theor. Phys. Suppl. , 59 : 64 – 100 .
  • Matsuno , Y . 1984 . Bilinear Transformation Method , New York : Academic .
  • Toda , M . 1989 . Theory of Nonlinear Lattices , Berlin : Springer .
  • Hu , Xing Biao . 1994 . Nonlinear superposition formulae for the differential-difference analogue of the KdV equation and two-dimensional Toda equation . J. Phys. A , 27 ( 1 ) : 201 – 214 .
  • Hu , Xing-Biao and Tam , Hon-Wah . 2000 . Application of Hirota’s bilinear formalism to a two-dimensional lattice by Leznov . Phys. Lett. A , 276 ( 1–4 ) : 65 – 72 .

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