To qualify for admission to full graduate status, an applicant must have a bachelor's degree in mathematics or a closely related field, a minimum overall QPA of 3.0 (relative to a possible maximum of 4.0) in all undergraduate subjects, and a minimum QPA of 3.25 in the mathematics curriculum. It is desirable that the applicant's undergraduate background include courses in calculus, linear and abstract algebra, differential equations, and real and complex analysis. It is also strongly suggested that applicants provide their scores on the GRE General Test and, if possible, on the GRE Subject Test in mathematics.