
The Bachelor of Science in Mathematics offers students a comprehensive and rigorous foundation in both pure and applied mathematics. This program is ideal for individuals who enjoy logical reasoning, abstract thinking, and problem-solving. Students explore fundamental mathematical concepts such as calculus, linear algebra, number theory, and differential equations, while also developing skills in mathematical modeling and quantitative analysis. The curriculum promotes a deep understanding of mathematical structures and prepares students to apply these ideas to real-world problems across disciplines.
Throughout the four-year program, students engage in a balanced mix of theoretical coursework and practical applications. Advanced topics such as real analysis, topology, discrete mathematics, and computational mathematics allow students to tailor their learning toward academic research or industry use. With opportunities for undergraduate research, math competitions, and interdisciplinary electives, students build a strong analytical foundation and intellectual flexibility. The program cultivates logical precision, critical thinking, and data fluency, equipping graduates to thrive in an increasingly quantitative world.
Year 1 – Mathematical Foundations
• Calculus I & II
• Introduction to Proofs and Logic
• Discrete Mathematics
• Linear Algebra I
Year 2 – Core Concepts and Tools
• Multivariable Calculus
• Differential Equations
• Linear Algebra II
• Introduction to Mathematical Computing
Year 3 – Advanced Theoretical Mathematics
• Real Analysis I
• Abstract Algebra I
• Probability and Statistics
• Elective: Number Theory / Graph Theory
Year 4 – Specialization and Research
• Real Analysis II or Topology
• Capstone Project or Senior Seminar
• Elective: Mathematical Modeling / Complex Variables
• Independent Study or Undergraduate Research
Graduates of the mathematics program are well-equipped for careers that demand analytical rigor, quantitative reasoning, and structured problem-solving. They pursue roles in data analysis, actuarial science, software development, operations research, finance, statistics, education, and cryptography. Employers in technology firms, research institutions, consulting agencies, government departments, and financial organizations consistently seek candidates with strong mathematical backgrounds. The program also provides a solid academic base for those who plan to continue into graduate studies in mathematics, computer science, physics, economics, or engineering.
This program is ideal for students who value clarity of thought and the intellectual challenge of abstract reasoning. With a curriculum that blends depth in theory and strength in application, it provides a versatile and robust education that fosters creativity, precision, and independence. The program’s structure supports a wide range of interests and career goals, and students benefit from mentorship by faculty, collaborative problem-solving environments, and opportunities for hands-on exploration. Choosing this program means gaining lifelong skills in reasoning and analysis, essential for navigating complex challenges across any field.
For further information, please contact the admissions office at:
Phone: +1 404 727 6123
Email: contentedit@emory.edu
Address: University of Emory, 201 Dowman Drive, Atlanta, GA 30322, United States