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Abstract
Three types of localized excitation structures, including multi-dromion, multi-lump and periodic solutions, for the extended (3+1)-dimensional Jimbo–Miwa equation are constructed based on Hirota bilinear and variable separation methods. By adding constraint conditions to make the velocities equal or not, a bound state solution can be obtained, which demonstrates chase collision and interesting interaction phenomena. Especially, their dynamic characteristics are analyzed in detail and vividly displayed.
Published Version
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