The undergraduate degree in mathematics emphasizes knowledge and awareness of:

• calculus of several variables and vector analysis; 
• the structure of mathematical proofs and definitions; 
• basic linear algebra and the theory of vector spaces; 
• basic real analysis of one variable;
• at least one additional specialized area of mathematics.

In addition, students completing a degree in mathematics are expected to acquire the ability and skills to:

• move from concrete to abstract thinking and back with facility;
• recognize patterns and connections between areas of mathematics and between mathematics and other subjects;
• organize and construct a logical argument, provide evidence to support arguments and articulate arguments clearly and succinctly, both verbally and in writing.