The Ph.D. in Applied Mathematics is an advanced research-focused doctoral program designed to train scholars with strong mathematical foundations and the ability to apply mathematical theories and methods to complex real-world problems. The program generally lasts three to four years and integrates advanced coursework with independent research under close faculty supervision. Major research directions often include differential equations, numerical analysis, optimization and control theory, probability and statistics, mathematical modeling, computational mathematics, and interdisciplinary applications in engineering, physics, economics, and data science. Doctoral candidates are required to conduct original research, publish in reputable academic journals, and complete a doctoral dissertation that contributes new theoretical insights or innovative applications. Graduates are well prepared for academic and research careers, as well as high-level positions in scientific research institutes, technology industries, finance, and other sectors where advanced mathematical analysis is essential.

 NOTE: The university may have additional program-specific eligibility requirements.
It is recommended to verify these on the official university website.