Regarding new wave distributions of the non-linear integro-partial Ito differential and fifth-order integrable equations

Abstract This paper applies a powerful scheme, namely Bernoulli sub-equation function method, to some partial differential equations with high non-linearity. Many new travelling wave solutions, such as mixed dark-bright soliton, exponential and complex domain, are reported. Under suitable choice of the values parameters, behaviours results obtained in – terms 2D, 3D contour surfaces observed.