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This program is ideal for students aiming to pursue careers in industrial research and development. It also equips learners for advanced studies in applied mathematics, numerical analysis, or operations research.
The Applied and Computational Mathematics concentration, provided by the Department of Mathematics and Statistics, delivers comprehensive training in both traditional applied mathematics and computational methods - essentially teaching how to effectively utilize mathematics through computing. Graduates may find immediate employment opportunities supporting scientific teams in problem-solving and model development. Technical industries across the nation urgently require professionals with robust mathematical expertise to contribute to such collaborative efforts. For instance, contemporary approaches to solving partial differential equations are highly advanced, with the optimal solution method varying based on each model's unique characteristics. After developing numerical approximations, selecting appropriate solving techniques and commercial software demands specialized knowledge and careful consideration.
Students must Earn a high school diploma, or equivalent and earn the equivalent of a U.S. 3.0 grade point average (GPA) or an average of “B” grades. Successfully complete three years of college preparatory mathematics with a minimum grade of “C-” or better.
English Language Requirements: IELTS - 6.0, TOEFL – 61 (IBT), Paper based – 500; Pearson Test of English (PTE) – 44.