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https://doi.org/10.1016/0375-9601(93)91116-m
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Cite Journal: Physics Letters A |  Publication Date: Sep 1, 1993 |
 Citations: 19 |
The recursion operator of the Kawamoto-type equation is factorized to a simple form and then the inverse recursion operator and eleven sets of infinitely many symmetries are found explicitly. All the time-independent symmetries constitute a non-Abelian infinite dimensional Lie algebra.
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