SOLITON SOLUTION OF GENERALIZED CHIRAL NONLINEAR SCHRODINGER'S EQUATION WITH TIME-DEPENDENT COEFFICIENTS

This paper obtains the exact 1-soliton solution to the chiral nonlinear Schrodinger's equation. There are three types of integration architectures that are implemented in this paper. They are the functional variable approach, first integral method as well as the ansatz method. These soliton solutions are obtained. There are constraint conditions that also fall out which must remain valid in order for the solitons and other solutions to exist.