Nonlinear Sciences – Exactly Solvable and Integrable Systems
Scientific paper
2009-08-12
An International Journal, 1563-504X, Volume 89, Issue 4, 2010, Pages 593 -- 609
Nonlinear Sciences
Exactly Solvable and Integrable Systems
17 pages,To appear in Applicable Analysis, Special Issue of Continuous and Discrete Integrable Systems
Scientific paper
10.1080/00036810903569473
An alternate form of discrete potential Boussinesq equation is proposed and its multisoliton solutions are constructed. An ultradiscrete potential Boussinesq equation is also obtained from the discrete potential Boussinesq equation using the ultradiscretization technique. The detail of the multisoliton solutions is discussed by using the reduction technique. The lattice potential Boussinesq equation derived by Nijhoff et al. is also investigated by using the singularity confinement test. The relation between the proposed alternate discrete potential Boussinesq equation and the lattice potential Boussinesq equation by Nijhoff et al. is clarified.
Kajiwara Kenji
Maruno Ken-ichi
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