Program Overview

BS-Mathematics Program

Program Code

BS-MATH

Program Title

BS-Mathematics

Program Level

Undergraduate Level

Degree

Bachelor of Science

Department

Mathematics

Distance Education Program

No

Program Description

Mathematics majors at Gannon must satisfactorily complete a minimum of forty-eight credits ranging over such areas as discrete mathematics, calculus, abstract algebra, mathematical analysis, probability, statistics, linear algebra, differential equations, and mathematical modeling. In addition, mathematics majors will receive a significant career-enhancing experience through placement in an appropriate internship position or through a challenging undergraduate research project.

The Gannon mathematics curriculum is designed to allow students to develop a strong secondary interest in allied fields such as business, computer science, economics, physics, biology, chemistry, engineering or education. There is ample opportunity to select the most beneficial combination of courses to achieve the student's goals. The content of a particular student's curriculum requires department approval to ensure proper competency by graduation.

Mathematics majors receive preparation for the first Actuarial Exam administered by the Society of Actuaries. Students who pursue a concentration in Actuarial Science will receive preparation for an additional exam.

This competency required of students in mathematics has resulted in careers in research, in education at all levels, and in technical positions in industry and government. Mathematicians are increasingly in demand in today's employment market. Mathematics majors, by satisfying additional requirements of the School of Education, can earn Teacher Certification in Secondary Education for the State of Pennsylvania.

Learning Outcomes

• An ability to acquire and apply knowledge gained from central mathematical fields.
  • This includes understanding of key concepts and theories in mathematics.
• An ability to communicate mathematics effectively.
  • This involves expressing mathematical ideas clearly and concisely.
• An ability to use technological tools effectively to solve mathematical problems.
  • This includes proficiency in using software and other tools to analyze and solve mathematical problems.
• Demonstrate knowledge of the history of mathematics and modern geometry (Sec. Ed. program only).
• Demonstrate knowledge of the theory of interest and financial modeling. (Act. Sci. program only).
• Gain professional experience in mathematics through an internship, research, or teaching.
  • This provides hands-on experience and practical application of mathematical concepts.