I have a strong academic background in mathematics, with a Bachelor's, Master's, and Doctoral degree in the field. Recently, I completed my Ph.D. degree in applied mathematics focusing on computational mechanics with a dissertation titled "Stability analysis and approximation methods for Euler's elastica problem".During my academic journey, I had the opportunity to work as a teaching assistant and course instructor at the Institute of Business Administration(IBAKhi), where I assisted and taught various undergraduate mathematics courses. This experience allowed me to develop my communication and mentoring skills while imparting mathematical knowledge to students.In my doctoral work, I have been extensively involved in research related to the problems in the field of elastic models. More specifically, I have worked on finding solutions using approximation and numerical methods for the ring and open rod problems, considering different cases within these scenarios. Additionally, I have conducted stability and bifurcation analysis of these models, contributing to a deeper understanding of their behavior.I have already made contributions to the field by publishing an article on self-contact in the European Journal of Mechanics and delivering research talks at various national and international forums. Currently, I am serving as an adjunct faculty member at Habib University, where I continue to engage in teaching and enhancing my pedagogical teaching experience.Overall, my academic journey, research experience in computational mechanics, teaching experience, and publication record demonstrate my strong mathematical background, dedication to furthering knowledge, and passion for teaching and research in the field of mathematics.