Ms. Maham Hameed Khan

Ms. Maham Hameed Khan

Email Address: maham.khann79@gmail.com

Maham Hameed Khan completed her MPhil in 2024 at the University of Gujrat, specializing in Partial Differential Equations and Soliton Theory. Her thesis, titled as Optical Soliton Solutions to Some Nonlinear Models in Fiber Communication Systems, focuses on solving complex nonlinear models in the field of fiber optics. She has authored four publications, with a combined impact factor exceeding 15. Her research interests include Nonlinear Partial Differential Equations, Soliton Theory, and Fiber Communication Systems. Proficient in computational tools such as Latex and Mathematica, she currently serves as a Lecturer in the Department of Mathematics at Grand Asia University, Sialkot.

Publications

  1. Ahmad, J., Hameed, M., Mustafa, Z., & Ali, A. Symbolic computation and physical validation of optica solitons in nonlinear models. Optical and Quantum Electronics, 56(6), 1026, (2024).
  2. Ahmad, J., Hameed, M., Mustafa, Z., & Rehman, S. U. Soliton patterns in the truncated M-fractional resonant nonlinear Schrödinger equation via modified Sardar sub-equation method. Journal of Optics, 1-22, (2024).
  3. Ahmad, J., Mustafa, Z., Hameed, M., Alkarni, S., & Shah, N. A. Dynamics characteristics of solito structures of the new (3+ 1) dimensional integrable wave equations with stability analysis. Results in Physics, 57, 107434, (2024).
  4. Ahmad, J., Hameed, M., Mustafa, Z., & Ali, A. Examining the soliton solutions and characteristics analysis of fractional coupled nonlinear Shrödinger equations. Modern Physics Letters B, 2550107, (2025).

Administration

admin

 

For admission block

rem

 

News & Events Block

News & Events

…

Proud Moment for GAUS!

Read More
…

Building Excellence!

Read More
…

 Grand Asian University proudly a

Read More
…

 Department of Food, Nutrition, a

Read More
…

 Another Facility for Students of

Read More
…

 Celebrating the vision of Allama Muha

Read More
…

 GRAND ASIAN UNIVERSITY WELCOM

Read More
…

📚

Read More
admin

Â