The new localized excitations of some (2+1)-dimensional integrable models obtained by the multi-linear variable separation approach (MLVSA) are update reviewed. A universal formula with some arbitrary functions is obtained for some suitable physical quantities for various integrable models. By selecting the arbitrary functions appropriately, one may obtain abundant localized interesting excitations like the multi-dromions, lumps, ring solitons, breathers, instantons, peakons, compactons, foldons, chaotic and fractal patterns and so on. The localized excitations possess quite rich interaction behaviors.
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机译：通过多线性可变分离方法（MLVSA）获得的一些（2 + 1） - 二维可积模型（MLVSA）的新的本地化激发是更新的更新。对于各种可加工模型的一些合适的物理量，获得了具有一些任意功能的通用公式。 By selecting the arbitrary functions appropriately, one may obtain abundant localized interesting excitations like the multi-dromions, lumps, ring solitons, breathers, instantons, peakons, compactons, foldons, chaotic and fractal patterns and so on.本地化激励具有相当丰富的互动行为。
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