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Nov 22, 2024
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2020-2021 Springfield College Catalog [ARCHIVED CATALOG]
Mathematics
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Return to: Major Programs of Study
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Program Information
The mathematics major at Springfield College offers students a broad and solid background in the field, preparing them to immediately pursue a professional career in government, business, and various industries that require mathematical discipline. Students also have the option to proceed to graduate school for further study in mathematics, statistics, or applied mathematics.
Offerings in mathematical analysis, linear algebra, discrete mathematics, and probability theory are supplemented by courses in abstract algebra, geometry, and mathematics seminar. Mathematics majors have the opportunity to complete a minor, including computer science, computer programming, business management, and economics. All students are assigned an academic advisor who assists them in the development of their course of study.
To view a major program sequence to assist with course planning, click here.
Degree Information
Degree: Bachelor of Science (B.S.) with a major in Mathematics
(120 credit hours) Requirements are subject to change.
Contact Information
For more information about the Mathematics major, contact Lisa Bromberg, chairperson of the Mathematics/Physics/Computer Science Department, at (413) 748-3754 or the Admissions Office at (800) 343-1257.
I. Curricular Requirements
IA. Core Curriculum (40 credits)
The General Education program at Springfield College is informed by its century-old Humanics tradition of educating the whole person in spirit, mind, and body, for leadership in service to humanity. These requirements have the goal of developing literate, thoughtful, socially responsible students, and instilling in them a spirit of inquiry into the nature of humankind and the universe. Towards those ends, the requirements emphasize and encourage: the acquisition of knowledge, understanding, and competency essential for the improvement of the human condition in a diverse society; a search for personal and spiritual values; and the development of an understanding and appreciation of physical well-being.
For specific requirements, see the Core Curriculum Program Requirements - Undergraduate Students (40 credits) section.
To view the general education requirements for students entering Springfield College before Fall 2020, Click Here
III. Electives (to complete a minimum of 120 credits)
Advanced Standing and Program Standards
In order to continue in the mathematics major, students must qualify for advanced standing during the spring semester of their sophomore year, prior to registration for junior-level classes. (Students seeking secondary teacher licensure must also meet certain standards to be accepted into the teacher preparation program. More information about those requirements can be found on page 118). In order to qualify for advanced standing as a mathematics major, students must:
- Achieve at least a 2.500 cumulative GPA.
- Achieve at least a 2.500 GPA in their program requirements.
- Complete all program requirements with a grade of C- or better. Courses in which unsatisfactory grades were received must be repeated.
- Be making satisfactory progress toward the completion of their program of study, as determined by the academic advisor and the department.
- Have completed or be in the process of completing any program requirements in which an incomplete was received.
(Incomplete grades in program requirements must be completed by the end of the semester following the receipt of the incomplete, unless an extended deadline has been negotiated.)
Students who do not meet these minimum standards are placed on departmental probationary status for a period of not more than one year. A student will be removed from departmental probationary status if and only if the minimum standards for advanced standing have been met. A student who is unable to meet the minimum standards during the probationary period will be subject to being dropped from the major. Once achieved, advanced standing must be maintained in order to continue in the major and complete the program. |
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