Mathematics, the study of numbers and shapes, and the language of
the physical sciences, has emerged from its classical roots as the
principle tool for the analysis and comprehension of many current
problems. Chaos and fractals, cryptography, data compression
algorithms, tomography, and turbulence are only a few of the many areas
currently studied by mathematicians. In addition, promising research
continues to be done in the fields of Analysis, Topology, Algebra, and
Number Theory. These exciting areas of study all utilize the
fundamentals of mathematics within a rigorous logical structure.
The Department of Mathematics prepares the student by teaching the
ability to comprehend and use the language of mathematics. Students
will come to appreciate the logical structure and beauty of the
mathematical development. The student will come to formulate the needed
mathematical methods to analyze and solve real problems.
The courses offered prepare mathematics majors for graduate studies,
research, engineering, teaching, and positions in industry and
government. They also provide the necessary background for students in
engineering and the social and physical sciences. Finally, the courses
allow for the study of mathematics for its own sake.
As a culminating activity mathematics majors must take Abstract
Algebra I or Real Analysis I during the first semester of their senior
year. The following charts give the course schedule for students
pursuing either a Bachelor of Arts degree or a Bachelor of Science
degree in Mathematics.
Mathematics Department Web
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Mathematics Department Learning Objectives
- Students earning a degree in mathematics will know the definitions of fundamental concepts and the major theorems of the core areas of undergraduate mathematics as outlined in course syllabi.
- Students earning a degree in mathematics will be able to prove various propositions in the core areas of undergraduate mathematics and will appreciate the need for rigorous proof.
- Students obtaining a degree in mathematics will be able to analyze and solve problems in the core areas of undergraduate mathematics.
- All students at Saint Vincent College will have working knowledge of at least one mathematical "language" (beyond entry level) and its inherent tools, as well as an appreciation for both the utility and beauty of mathematics.