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Jun 08, 2023
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Loyola Marymount University Bulletin 2015-2016 [ARCHIVED CATALOG]
Applied Mathematics, B.S.
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 Return to: Academic Degrees and Programs
This degree program is designed for students who want an interdisciplinary program that combines the study of applied and computational mathematics with a scientific area of specialization. This program can be tailored to meet the needs of students who expect to pursue a graduate degree in applied mathematics or science, expect to double-major or minor in a scientific field, or intend to work in a mathematics-related interdisciplinary field in industry.
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Objectives
Mathematics, as an intellectual activity, is both an art and a powerful tool for problem solving and for understanding the physical universe. A mathematics major explores the different facets of the discipline through a broad spectrum of courses in applied, computational, and pure mathematics. In addition to exploring mathematics, a student majoring in mathematics takes classes from other fields (e.g., science and education) that help her/him prepare for her/his chosen career. The Department’s programs allow a student to focus on different aspects of the discipline and lead to one of three undergraduate degrees:
- Bachelor of Arts with a major in Mathematics
- Bachelor of Science with a major in Mathematics
- Bachelor of Science with a major in Applied Mathematics
The Department offers minors in Pure Mathematics, Applied Mathematics, and Secondary Education Mathematics. These minors are designed for students majoring in another field (e.g., engineering, physics, business, economics, computer science, or liberal studies) who wish to develop an undergraduate background in mathematics that goes beyond the requirements of their degree program.
In addition to its major and minor degree programs, the Mathematics Department serves every department in LMU’s four Colleges, the School of Film and Television, and the School of Education through the core curriculum and by providing students in other majors courses designed to serve the mathematical needs of their fields of study. Learning Outcomes
- Content Proficiency. In each of the following subject areas of mathematics:
- calculus and analysis,
- abstract and linear algebra,
- probability, combinatorics and statistics,
- elementary numerical methods;
students will be able to:
- State and use basic definitions and theorems.
- Solve basic problems.
- Decide on useful approaches to more complicated problems.
- Explain the central concepts of the subject.
- Communication. Students will be able to communicate mathematics both orally and in writing. They will do so according to accepted standards in mathematics.
- Tools. Students will employ a variety of tools such as the library, Internet, computers, and calculators to solve problems and do undergraduate research.
- Independent Learners. Students will be able to independently investigate a mathematical topic.
- Career and Professional Preparation. LMU mathematics graduates will be prepared to engage in mathematics-related professions or in a graduate school academic environment. This preparation will include significant pre-professional experiences.
General Major Requirements
Students must complete the corresponding Bachelor of Arts or Bachelor of Science University Core requirements as defined by the Frank R. Seaver College of Science and Engineering; students will choose the proper sequence of University Core courses in consultation with their advisor.
Mathematics majors and minors are not permitted to enroll in a mathematics course without a minimum grade of C (2.0) in that course’s prerequisite. A minimum grade of C (2.0) is required in each course in the lower division major requirements. A minimum cumulative grade point average of C (2.0) is required in the upper division major requirements for graduation. Lower Division Major Requirements
One science course chosen from
Note:
The Bachelor of Science in Mathematics and the Bachelor of Science in Applied Mathematics degrees require an additional science course chosen from the courses listed above; a second CMSI or PHYS course may also be counted towards the Bachelor of Arts degree in Mathematics (please see upper division requirements below). Upper Division Requirements (10 courses):
Note:
Some areas of specialization require additional sophomore-level classes before upper-division coursework can begin; the faculty advisor will discuss these details with the student. Bachelor of Science in Applied Mathematics Curriculum
Total: 15-18 semester hours
Total: 15-18 semester hours
Total: 13-15 semester hours
Note:
Dean’s list requires a minimum of 14 semester hours.
Note:
Upon successful completion of MATH 248 , the student must make an appointment with her/his advisor to discuss which of the three major programs the student wishes to pursue. The student should then contact the Chairperson of the Mathematics Department to have an upper division advisor appropriate to that major assigned. Total: 15-17 semester hours
Total: 15-17 semester hours
Total: 15-17 semester hours
Fall Semester
- MATH 495 Mathematical Modeling 3 semester hours
- MATH 3xx Mathematics Elective 3 semester hours or
- Upper Division Science Requirement 3 semester hours**
- Elective 3-4 semester hours
- Elective 3-4 semester hours
- Elective 3-4 Semester Hours
Total: 15-18 semester hours
Spring Semester
- MATH 3xx Mathematics Elective 3 semester hours
- MATH 3xx Mathematics Elective 3 semester hours or
- Upper Division Science Requirement 3 semester hours**
- MATH 3xx Mathematics Elective 3 semester hours or
- Upper Division Science Requirement 3 semester hours**
- Elective 3-4 semester hours
- Elective 3-4 semester hours
Total: 15-17 semester hours
Total: 124/126 semester hours
* MATH 357 and MATH 360 are both required but can be taken in any order.
** Two upper division courses are required in a scientific area of specialization chosen with faculty advisor and approved by the Chairperson of the Mathematics Department.
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