Decoupling of the N-soliton solution for a new discrete MKdV equation |
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Authors: | Kazuaki Narita |
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Institution: | B1010 CI Heights, 1-31 Yamada-Nishi, Suita-Shi, Osaka 565, Japan |
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Abstract: | We prove that the N-soliton solution for a new discrete MKdV equation can be decoupled into N components. These components satisfy the interacting new discrete MKdV equation, and approach single soliton solutions as t→∞. We present concrete expressions of soliton components in the case of N = 2, and illustrate the results. |
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