

The Mathematics Bachelor of Science program offers a deep and rigorous exploration of mathematical theories, structures, and applications. From foundational courses in algebra, calculus, and analysis to advanced topics such as topology, number theory, and mathematical modeling, the curriculum is designed to cultivate logical reasoning, abstract thinking, and problem-solving abilities. Students gain a strong theoretical foundation while also exploring applied mathematics areas such as statistics, computational methods, and operations research. This broad and balanced education prepares students for both academic pursuits and real-world problem solving across multiple disciplines.
The program encourages intellectual curiosity through research opportunities, seminar participation, and interdisciplinary projects. Students may tailor their studies toward pure mathematics, applied mathematics, or mathematical sciences depending on their interests and career goals. With access to experienced faculty and cutting-edge mathematical tools, students are challenged to think critically and creatively. Courses emphasize both independent thinking and collaborative exploration, preparing graduates to analyze complex problems, formulate precise arguments, and engage deeply with the quantitative dimensions of modern life.
Year 1
• Calculus I & II
• Introduction to Proof and Logic
• Linear Algebra
• Discrete Mathematics
• Introduction to Computer Programming
Year 2
• Multivariable Calculus
• Ordinary Differential Equations
• Probability Theory
• Introduction to Real Analysis
• Mathematical Modeling
Year 3
• Abstract Algebra I
• Complex Variables
• Numerical Methods
• Elective: Graph Theory or Logic
• Seminar in Mathematical Writing
Year 4
• Abstract Algebra II or Topology
• Partial Differential Equations
• Elective: Applied Statistics or Optimization
• Senior Thesis or Capstone Project
• Mathematical Seminar (Advanced Topics)
Graduates with a Mathematics B.Sc. are equipped with a highly transferable skill set that opens doors across many industries. They are sought after in fields like data science, actuarial analysis, software engineering, finance, and cryptography, where logical precision and quantitative analysis are key. Many work in roles such as algorithm developer, quantitative analyst, operations researcher, or mathematical modeler. The program also offers a strong foundation for further academic study in mathematics, computer science, economics, or engineering. Government agencies, research labs, consulting firms, and technology companies regularly recruit mathematics graduates who can apply advanced analytical methods to real-world challenges.
This program is ideal for students who are passionate about abstract reasoning and solving problems through logical frameworks. It offers an intellectually stimulating environment that encourages depth and precision in mathematical thought while remaining responsive to real-world applications. The curriculum is structured to nurture both theoretical mastery and practical insight, preparing students for a wide range of academic and professional paths. With opportunities for research, advanced electives, and interdisciplinary study, students graduate with a versatile and respected degree that reflects strong critical thinking and quantitative literacy—skills that are invaluable in today's data-driven and innovation-focused world.
For further information, please contact the admissions office at:
Phone: +1 312 555 2040
Email: admissions@northwestern.edu
Address: University of Northwestern, 633 Clark Street, Evanston, IL 60208, United States