Solitary Wave Solutions of the Fractional-Stochastic Quantum Zakharov–Kuznetsov Equation Arises in Quantum Magneto Plasma

In this paper, we consider the (3 + 1)-dimensional fractional-stochastic quantum Zakharov–Kuznetsov equation (FSQZKE) with M-truncated derivative. To find novel trigonometric, hyperbolic, elliptic, and rational fractional solutions, two techniques are used: Jacobi elliptic function approach modified F-expansion method. We also expand on a few earlier findings. The extended has practical applications in dealing electronpositron–ion magnetoplasmas, warm ions, hot isothermal electrons presence of uniform magnetic fields, which makes solutions obtained useful analyzing number intriguing physical phenomena. plot our data MATLAB display various 3D 2D graphical representations to explain how stochastic term derivative influence exact FSEQZKE.