MQ
Muhammad Qasim
Shanghai University
Research areas: Physics and Astronomy · Statistical and Nonlinear Physics · Nonlinear Waves and Solitons · Fractional Differential Equations Solutions · Model Reduction and Neural Networks
0009-0005-6737-7624
Employment
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Shanghai University Ph.D. Scholar2024 - Present
Education
Education history is unavailable.
Projects & Funding
Projects & funding information is unavailable.
Publications (23)
- Machine learning–enhanced framework of complex nonlinear wave dynamics in oceanic atmosphere Save
- Variational iteration validation of Hirota-derived soliton and lump interactions in a (2+1)-dimensional graphene model Save
- Acoustics wave dynamics of the soliton solutions of the nonlinear dissipative Zabolotskaya–Khokhlov equation Save
- Bifurcation Analysis and Diffusion‐Driven Instability of the Spatiotemporal Degn–Harrison Model Save
- On Exploration of Soliton Solutions for the Higher Dimensional Dissipative Zabolotskaya–Khokhlov Equation by Using Modified Extended Direct Algebraic Neural Networking Save
- Dynamics of soliton solutions for the (3+1)-dimensional CTFZK equation in plasma physics using an advanced neural networking approach Save
- Investigation of exact solitary wave solutions for the modified Veronese web equation via new residual neural network approach Save
- Lump and breather interaction with different soliton solutions for the generalized doubly dispersive equation by embedded the neural networks Save
- Modeling complex ocean wave patterns through a time-fractional Clannish Random Walker’s Parabolic equation using a neural network-assisted bilinear approach Save
- Modeling fractional wave propagation in ocean engineering: Neural network solutions for the clannish random walker’s parabolic equation Save
- Nonlinear water wave dynamics of data-driven soliton solutions for the Kakutani–Matsuuchi model in Ocean Engineering Save
- Rich spectrum of data-driven soliton phenomena by using the advanced artificial neural networking Save
- Qualitative analysis and solitonic profiles of extended (3+1)-dimensional Kairat-X equation Save
- Investigating the higher dimensional Kadomtsev–Petviashvili–Sawada–Kotera–Ramani equation: exploring the modulation instability, Jacobi elliptic and soliton solutions Save
- Dynamics of N-soliton waves, lump-breathers, and M-lump collision with improved bilinear neural network method Save
- Explicit wave solutions profile of (3+1)-dimensional Bateman–Burgers equation via bilinear neural network method Save
- Exploring breather, M-lump, lump interaction, and rogue wave phenomena for the constant coefficients (2+1)-dimensional Graphene sheets equation via neural networking Save
- M-LUMP, LUMP-BREATHER, AND PERIODIC LUMP-TYPE SOLUTIONS FOR THE 3D SIXTH-ORDER KPSKR EQUATION VIA THE IMPROVED BILINEAR NEURAL NETWORK METHOD Save
- Explicit solitary wave profiles and stability analysis of biomembranes and nerves Save
- On the spatiotemporal structures of ratio-dependent prey–predator model of ecological system Save