Diverse Forms of Breathers and Rogue Wave Solutions for the Complex Cubic Quintic Ginzburg Landau Equation with Intrapulse Raman Scattering

This manuscript consist of diverse forms lump: lump one stripe, two generalized breathers, Akhmediev breather, multiwave, M-shaped rational and rogue wave solutions for the complex cubic quintic Ginzburg Landau (CQGL) equation with intrapulse Raman scattering (IRS) via appropriate transformations approach. Furthermore, it includes homoclinic, Ma Kuznetsov-Ma breather their relating waves some interactional solutions, including an approach help double exponential function. We have elaborated kink cross-rational (KCR) periodic graphical slots. also constituted our in distinct dimensions by means 3D contours profiles to anticipate propagation. Parameter domains are delineated which these exact localized soliton exit proposed model.