Mathematics, BS
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The mathematics major is designed to prepare students for graduate work in mathematics, for teaching mathematics in secondary school, and for a variety of careers in mathematics-related fields in government, business, or industry.
All students are expected to learn methods and techniques of problem-solving and to develop facility in the mathematical mode of thinking. They are expected to become acquainted with the major areas of current interest in mathematics, with the great achievements of the past, and with the fundamental problems of number, space, and infinity.
The minor in Applied Mathematics is designed for students majoring in any discipline that uses mathematical tools to enhance that field of study, especially physics, economics, biology, chemistry or any social science with a quantitative focus. The minor will introduce students to calculus, linear algebra, differential equations and mathematical modeling.
A student with a major or minor in Mathematics may not also minor in Applied Mathematics.
Learning Outcomes
- Students will be able to explain core concepts in algebra and analysis.
- Students will be able to construct clear, coherent, and logical proofs, including proofs by contradiction and mathematical induction.
- Students will be able to demonstrate clear written articulation of mathematical ideas.
- Students will be able to demonstrate effective oral communication of mathematical ideas.
- Students will be able to solve mathematical problems by identifying and applying the mathematcal techniques appropriate to each problem.
- Students will be able to analyze the reasoning in mathematical proofs.
- Students will be able to implement mathematical skills and techniques in real-world problems outside of mathematics.
Degree Requirements
General College Requirements
General College Requirements (see Curriculum section), including the following requirements to satisfy the major
Required Mathematics Courses
Elective Mathematics Courses
A student completing a 4-credit experience for their capstone requirement will be required to complete an additional senior-level mathematics* course for a total of two senior-level mathematics* courses beyond the required MATH 422 or MATH 452.
OR
Capstone Experience
All students must select one of the following three options as the capstone experience of their education:
The requirement may also be satisfied by completing a St. Mary’s Project in another area. If a student wishes to do a project in another area, the approval of the department must be secured in advance.
* Senior-level mathematics courses carry the designation “MATH 4xx”. “. COSC 440 (Theory of Computation) or COSC 455 (Graph Theory) can be taken in place of a senior-level mathematics course.
Minimum Grade and GPA Requirements
Students must earn a grade of C- or better in all courses required for the major and maintain an overall GPA of 2.0 or better in these required courses.
Recommendations
Students who are interested in graduate studies in theoretical mathematics should add at least two senior-level courses in theoretical mathematics to their schedules and should take both Abstract Algebra II and Analysis II. It is also recommended that all students majoring in mathematics develop a proficiency in programming during their studies. This may be obtained by taking the course COSC 120. Acquiring skills with a mathematics software package such as Maple or Mathematica is desirable.
Requirements for Teacher Certification
A Master of Arts in Teaching Program is available at St. Mary’s College of Maryland after completion of the baccalaureate degree. Students who are interested in becoming teachers should contact the chair of the Department of Educational Studies or an education adviser in their major field of study for suggested coursework in educational studies, and their specific major. These consultations should take place during the first semester of the sophomore year. It is recommended that such students take statistics (MATH 221).
Sequence of Study
This is an example sequence of study that will work for most students. Depending on whether a student needs to take precalculus or already has credit for caluclus I, this sequence may need to be modified. Students should work with their advisors to create an academic plan.
First Year
Fall:
Spring:
Second Year
Fall:
Spring:
Third Year
Fall:
Spring:
Fourth Year
Fall:
Spring: