Abstract
This paper exposes Weierstrass elliptic, Jacobi elliptic, Bell type, kink type, bright soliton, periodic and some other soliton solutions for (1 + 1)-dimensional dissipative nonlinear Schrödinger equation (d-NSLE) by applying newly developed sub-ODE method. The d-NLSE is applied to model the dissipative self-modulating monochromatic waves with dispersion. The lump solutions, lump with one kink, lump periodic, interaction with kink, manifold periodic, Ma breather, Kuznetsov-Ma breather and rogue wave solutions for governing model are derived via symbolic computation with the appropriate transformation function technique.
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