Mathematics, M.S. (Non-Thesis Exam Option)

About the Program

The requirements listed below are in addition to the university and Graduate School  requirements. A student must fill out a degree plan after the end of the first long semester and before the start of the second long semester in the program. Each student’s program of study and committee must be approved by a graduate program representative from the Department of Mathematics and Statistics.

This program consists of 36 hours of graduate work and passing two departmental Prelim Exams. A minor in an approved area outside of mathematics is permitted.

This program calls for 36 hours of course work and passing two departmental Prelim Exams. Of the 36 hours of course work, 24 must be in mathematics and must include two sequences from the core areas. The core areas are:

• complex analysis (MATH 5320 -MATH 5321 )
• real analysis (MATH 5322 -MATH 5323 )
• topology (MATH 5324 -MATH 5325 )
• algebra (MATH 5326 -MATH 5327 )
• ordinary differential equations / partial differential equations (MATH 5330 -MATH 5332 )
• numerical analysis (MATH 5334 -MATH 5335 )
• probability and statistics (STAT 5328 -STAT 5329 )
• applied statistics (STAT 5373 -STAT 5374 )

In the area of real analysis, MATH 5318 -MATH 5319  is not considered to be a core sequence; likewise in the area of applied mathematics, MATH 5310 -MATH 5311  is not considered to be a core sequence.

See the Doctoral Program section for information on the Preliminary Examinations.