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This dual degree program merges essential economic expertise with mathematical analytical capabilities across a four-year curriculum. The Bachelor of Economics portion offers specializations in diverse areas including business economics, environmental economics, econometrics, financial markets, and international trade. Meanwhile, the Bachelor of Mathematics equips students with either deep specialization in a mathematical discipline or advanced applied mathematics skills. The growing importance of data analysis and computational methods has expanded mathematics' applications across numerous fields. Graduates emerge with robust quantitative abilities and economic knowledge, positioning them as valuable contributors in sectors ranging from finance and technology to scientific research and policy development.
Mathematical physics explores the mathematical principles underlying contemporary physical theories, forming the foundation for advancements in quantum mechanics, relativity, and statistical physics. Students pursuing this major will acquire the mathematical framework needed to analyze fundamental natural phenomena. Beyond preparing for research careers, this program cultivates innovative thinking and enhances problem-solving capabilities through rigorous analytical training.