Program Type

Program Highlights

Those who study Mathematics develop critical thinking and problem-solving skills through the study of abstract concepts, theories and applications. The field is constantly evolving, incorporating new theories and methodologies that reflect advancements in technology and shifts in societal needs, which encourages people to address challenges both systematically and creatively. It serves as the language of the sciences and social sciences, providing the tools to model natural phenomena, analyze data and solve complex problems. 

Areas of Study

All majors are educated in central areas of mathematics including calculus, multi-variable calculus, mathematical structures, linear algebra, real analysis and modern algebra. Majors then choose a path through upper-level courses based on their interest, choosing courses from these areas:

  • Analysis
  • Algebra
  • Geometry and Topology
  • Applied Mathematics
  • Statistics

Requirements

Mathematics majors are required to complete 11 courses, including:

  • MATH 135
  • MATH 136
  • MATH 241
  • MATH 243 (or MATH 123)
  • MATH 244
  • MATH 351
  • MATH 361
  • Four electives

In addition to the required courses, majors must take at least four elective courses, at least three of which must be mathematics courses numbered above 300, STAT 375 (Probability Theory) or STAT 376 (Mathematical Statistics). Majors may also take CSCI 131, STAT 231 or STAT 232 as one of their electives. At least one elective must be a project course.

In these courses, in place of a final exam, students work on a substantial project leading to a written report and an oral presentation.

These projects provide majors with independent learning experiences, where students either investigate some topic using the tools and concepts studied in the course or explore mathematical topics beyond those covered in the course.

Majors are encouraged to take advantage of the close student-faculty contact afforded by upper-division seminars, independent study and departmental honors, which permit students to explore topics of mutual interest to students and faculty that are not part of the regular course offerings. Also, throughout the curriculum of independent work and courses, students are able to explore and utilize the growing relationship between mathematics and computing.

Students who have received a score of 4 or 5 on the AP Calculus AB exam, or a subscore of 4 or 5 on the AP Calculus BC Exam, will earn credit for MATH 135 and are advised to take MATH 136. Students will forfeit their credit if they opt to take MATH 133 or 135.

Students who receive a score of 4 or 5 on the AP Calculus BC exam will earn credit for MATH 136 and are advised to take MATH 241 (Multivariable Calculus). Students will forfeit their credit if they opt to take MATH 133, 135 or 136.

Sample Classes

Course Catalog
  • Calculus 1
  • Mathematical Structures
  • Mathematical Models
  • Number Theory
  • Combinatorics

Meet Your Department Chair

Eric Ruggieri - Professor, Mathematics & Computer Science Department Chair Environmental Studies , Statistics , Ethics, Society, and the Institution of Business , Mathematics

Meet all Faculty and Staff in the Mathematics & Computer Science Department

Faculty & Staff Directory

Opportunities

Mathematics majors have several opportunities to continue their studies outside of the classroom.

Research

Research with faculty, both during the academic year and over the summer as part of Weiss Summer Science Research program.

Clubs & Organizations

Math and Computer Science Club sponsors student-centered events throughout the year, including a weekly tea and games. The Math and Computer Science Mentorship program pairs first-year students with junior and senior majors. The Student Chapter of the Association for Women in Mathematics (AWM) organizes social events and professional development opportunities that align with AWM’s goal to promote equitable opportunity and gender-inclusivity across the mathematical sciences.

Awards

The Gertrude McBrien Prize in Mathematics is awarded to the outstanding mathematics major (or majors) in each graduating class. The selection is based on whether students have chosen challenging course programs, the grades they have earned in their mathematics courses, and also takes into account any research projects they may have worked on and their plans after graduation.

Graduate Opportunity

The 3-2 Engineering Program with Columbia University or the Collaborative Accelerated Master’s Program with Worcester Polytechnic Institute provide the opportunity to combine the study of mathematics with training in engineering. Both engineering programs are open to students of all majors and class years. Advisors offer one-on-one guidance to connect you to the resources and tools that will enable you to achieve your individual career goals.

Engineering Programs

Outcomes

Mathematics students are provided with an opportunity to:

  1. Develop modeling skills, translate questions into a suitable mathematical, statistical and/or computational format and evaluate the model.
  2. Read and understand symbolic notation, mathematical formulas and/or specifications of algorithms and express their thoughts using these formalisms.
  3. Apply deductive reasoning to analyze the consequences of conditions and assumptions.
  4. Apply inductive reasoning to draw conclusions from results of mathematical, computational or statistical investigations.
  5. Formulate solutions to quantitative problems using numerical, geometric/graphical and algebraic methods.
  6. Design, implement, document and evaluate solutions using computational methods.
  7. Create data visualizations and apply statistical methods consistent with the study design.