Ms, Quaid-i-Azam University, Pakistan
Beenish is a dedicated mathematician with a strong background in applied mathematics. She has experience teaching various mathematics courses and has published numerous research papers in reputable journals. Her expertise lies in dynamical analysis and soliton solutions of non-linear models.
Profile
scholar
🎓 Education
– M.Phil. in Applied Mathematics, Quaid-i-Azam University, Islamabad (3.8 CGPA) 📚– (link unavailable) in Mathematics, Quaid-i-Azam University, Islamabad (78%) 🎓– (link unavailable), University of Punjab, Lahore (78%) 📝– HSSC, BISE, Rawalpindi (73%) 📝– SSC, BISE, Rawalpindi (81%) 📝
👨🔬 Experience
– Visiting Faculty, Quaid-i-Azam University, Islamabad, and Pir Mehr Ali Shah (PMAS) Arid Agriculture University, Rawalpindi 📚– Mathematics Lecturer, Govt. Associate College for Women Muslim Town 📝– Mathematics Instructor, Moderate Public School, Rawalpindi 📝
🔍 Research Interest
Beenish’s research focuses on dynamical analysis and soliton solutions of non-linear models, with applications in various fields. Her work involves exploring quasi-periodic behavior, bifurcation, and traveling wave solutions in different mathematical models.
Awards and Honors
No specific awards or honors are mentioned in the provided text. However, Beenish’s publications in reputable journals demonstrate her research expertise and contributions to the field of mathematics.
📚 Publications
1. “Lie analysis and nonlinear propagating waves of the (3+1)-dimensional generalized Boiti–Leon–Manna–Pempinelli equation” 🔍
2. “Exploring quasi-periodic behavior, bifurcation, and traveling wave solutions in the double-chain DNA model” 🧬
3. “Dynamics and wave analysis in longitudinal motion of elastic bars or fluids” 🌊
4. “Ferroelectric frontiers: Navigating phase portraits, chaos, multistability and sensitivity in thin-film dynamics” 🔌
5. “Study of magnetic fields using dynamical patterns and sensitivity analysis” 🔋
6. “Conserved quantities and sensitivity analysis: Influence of damping effect in ferrites materials” 🔍
7. “Soliton solutions, Lie symmetry analysis and conservation laws of ionic waves traveling through microtubules in live cells” 🔬
8. “A study of self-adjointness, Lie analysis, wave structures, and conservation laws of the completely generalized shallow water equation” 🌊
9. “Lie symmetry analysis, and traveling wave patterns arising in the model of transmission lines” 📡
10. “Analytical solutions and dynamical behaviors of the extended Bogoyavlensky-Konopelchenko equation in deep water dynamics” 🌊
11. “Symmetry analysis, dynamical behavior, and conservation laws of the dual-mode nonlinear fluid model” 🔍
12. “Exploring chaos and sensitivity in the Ivancevic option pricing model through perturbation analysis” 📈
13. “Analytical and dynamical analysis of nonlinear Riemann wave equation in plasma systems” 🔥
Conclusion
Based on the provided information, Beenish appears to be a strong candidate for the Best Researcher Award, given her research productivity, teaching experience, and collaboration. Addressing the areas for improvement could further strengthen her candidacy. Her contributions to the field of applied mathematics and nonlinear dynamics are notable, and her potential for future research impact is significant.