Rogue waves, classical lump solutions and generalized lump solutions for Sawada–Kotera-like equation
RF Zhang, MC Li, E Al-Mosharea… - International Journal of …, 2022 - World Scientific
RF Zhang, MC Li, E Al-Mosharea, FC Zheng, S Bilige
International Journal of Modern Physics B, 2022•World ScientificIn this work, the (2+ 1)-dimensional Sawada–Kotera-like (SK-like) equation is derived
through the generalized bilinear equation from SK equation. By using “3-2” and “3-2-2”
neural network models, three trial functions are constructed. Classic lump, generalized lump
solutions and new rogue wave solutions are acquired by giving a number of specific
parameters. Through a variety of curve plots of three-dimensional contour plotting, these
rogue waves are intuitively displayed.
through the generalized bilinear equation from SK equation. By using “3-2” and “3-2-2”
neural network models, three trial functions are constructed. Classic lump, generalized lump
solutions and new rogue wave solutions are acquired by giving a number of specific
parameters. Through a variety of curve plots of three-dimensional contour plotting, these
rogue waves are intuitively displayed.
In this work, the -dimensional Sawada–Kotera-like (SK-like) equation is derived through the generalized bilinear equation from SK equation. By using “3-2” and “3-2-2” neural network models, three trial functions are constructed. Classic lump, generalized lump solutions and new rogue wave solutions are acquired by giving a number of specific parameters. Through a variety of curve plots of three-dimensional contour plotting, these rogue waves are intuitively displayed.
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