Abstract
This paper employs the powerful Laplace-Adomian decomposition scheme to study pulse polarization in birefringent fibers that is governed by Sasa-Satsuma equation is achieved for the first time. Both bright and dark soliton solutions are numerically addressed. The error measure stays impressively controlled by the scheme. The solitons that arise analytically from the governing system are almost identical to the numerical simulations carried out using LADM. The suggested iterative method obtains the solution devoid of any linearization, limiting assumptions, or discretization.