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This dual degree program merges essential economic competencies with mathematical analytical skills across a four-year curriculum. The Bachelor of Economics portion offers specializations in diverse fields including business economics, environmental economics, econometrics, financial markets, labor economics, health economics, international trade, and macroeconomic/microeconomic theory. Meanwhile, the Bachelor of Mathematics equips students with either specialized expertise in a mathematical discipline or advanced applied mathematics capabilities. The growing importance of computational power, technological progress, and data generation has expanded mathematics' practical applications. Graduates possessing strong quantitative abilities combined with economic knowledge are increasingly valuable across multiple sectors - from engineering and physical sciences to IT, molecular biology, business systems, and finance.
The applied mathematics specialization emphasizes modeling techniques for physical, biological, and engineering systems. Upper-level coursework explores sophisticated methods for solving differential equations. With computational approaches becoming integral to applied mathematics, the program emphasizes algorithmic problem-solving strategies. Students gain practical skills to implement and refine these computational methodologies throughout their studies.