This program offers advanced training in mathematical modeling, analysis, and computational techniques for solving complex real-world problems in science, engineering, and industry. It emphasizes the practical application of mathematics to fields such as fluid dynamics, optimization, statistics, and mathematical physics, while incorporating the use of software tools and programming to support data-driven decision-making and simulations.
Students are expected to develop deep theoretical knowledge and practical expertise in applying mathematical methods to solve industrial and scientific problems. The program fosters analytical thinking, precision, and research skills. Graduates will be able to design mathematical models, perform simulations, and interpret results for policy or technical solutions. Duration: 2 YEARS, PART-TIME ONLY.
Graduates are well-suited for roles in research institutions, financial and insurance companies, engineering firms, government agencies, and technology-based industries. They can also work in data science, operations research, scientific computing, education, and public sector planning units where high-level quantitative skills are in demand.
UNDERGRADUATE DEGREE IN MATHEMATICS OR
EQUIVALENT - 2ND CLASS LOWER OR HIGHER FROM AN
ACCREDITED INSTITUTION.
(IF 2ND CLASS LOWER, THEN 2 YEARS OF RELEVANT WORK
EXPERIENCE OR A RELEVANT POSTGRADUATE DIPLOMA
IS REQUIRED)