Program Overview
The Master of Science in Mathematics program at UIC provides a strong foundation in core mathematical concepts and techniques, allowing students to specialize in areas such as pure mathematics, applied mathematics, probability and statistics, mathematical computer science, and mathematics education. The program prepares graduates for careers in research, teaching, industry, and government, as well as for further study at the doctoral level.
Program Outline
Master of Science in Mathematics (MS in Mathematics)
Degree Overview:
The Master of Science in Mathematics program at the University of Illinois Chicago (UIC) is designed to provide students with a strong foundation in core areas of mathematics, while allowing them to specialize in specific fields like pure mathematics, applied mathematics, probability and statistics, mathematical computer science, and the teaching of mathematics.
- To equip students with the analytical and problem-solving skills necessary for success in diverse careers.
- To cultivate a passion for mathematical research and exploration.
- To prepare students for advanced study in mathematics or related fields.
- To contribute to the advancement of mathematical knowledge and its applications in various disciplines.
Program Description:
The MS in Mathematics program comprises 32 credit hours of coursework, typically completed within two years of full-time study. Students choose from a range of courses covering various areas of mathematics, including:
- Pure Mathematics: Analysis, Algebra, Topology, Geometry
- Applied Mathematics: Mathematical Modeling, Numerical Analysis, Differential Equations, Optimization
- Probability and Statistics: Probability Theory, Statistical Inference, Stochastic Processes, Time Series Analysis
- Mathematical Computer Science: Algorithms, Computational Complexity, Discrete Mathematics, Symbolic Computation
- Mathematics Education: Curriculum Development, Teaching Methodology, Educational Research The program offers a flexible curriculum, allowing students to tailor their studies to their specific interests and career goals.
Outline:
The MS in Mathematics program typically follows a two-year structure:
Year 1:
- Fall Semester: MATH 511 (Descriptive Set Theory) and two elective courses
- Spring Semester: MATH 512 (Advanced Topics in Logic) and two elective courses
Year 2:
- Fall Semester: Three elective courses
- Spring Semester: Three elective courses and MATH 598 (Master's Thesis) Students can choose from a wide range of electives within the program's five focus areas, allowing them to customize their learning experience and delve deeper into specific fields.
Assessment:
The program uses various assessment methods to evaluate student learning and progress, including:
- Final Exams: Comprehensive exams at the end of each semester assess cumulative knowledge and understanding of the material covered in the courses.
- Thesis Project: For students completing a thesis, the final thesis and its defense serve as a significant assessment of their research skills, analytical capabilities, and ability to communicate complex mathematical concepts.
Teaching:
The MS in Mathematics program at UIC boasts a dedicated faculty of experienced mathematicians and researchers, committed to providing students with high-quality instruction and mentorship. The program emphasizes:
- Small class sizes: This allows for personalized attention, interactive learning, and ample opportunities for students to engage with faculty and peers.
- Interactive Learning: The program utilizes various teaching methods, including lectures, discussions, problem-solving sessions, and collaborative projects, to foster a dynamic and engaging learning environment.
- Research Opportunities: Students have the opportunity to participate in research projects under the guidance of faculty members, gaining valuable experience in applying mathematical knowledge to real-world problems.
Careers:
The MS in Mathematics at UIC prepares graduates for various career paths in academia, research, industry, and government:
- Academia: Graduates can pursue doctoral studies in mathematics or related fields, leading to careers as professors, researchers, or post-doctoral scholars.
- Research: The program equips students with the skills and knowledge needed for research positions in various industries, such as finance, technology, and engineering.
- Industry: Graduates can find employment in various sectors, including finance, data analysis, software development, and actuarial science.
- Government: The program provides the necessary skills for careers in government agencies, such as the National Security Agency or the Department of Defense.
Other:
- The program encourages collaboration and community building among students through various activities, including seminars, workshops, and student organizations.
- The program provides opportunities for students to participate in conferences and professional development events.
- Financial aid options are available for eligible students, including scholarships, fellowships, and assistantships.
