Combined BS in Mathematics/MS in Mathematical Sciences

This program will allow strong students in mathematics to complete a bachelor’s degree and a master’s degree in 5 years rather than the usual six. A minimum of 140 credits are required for graduation with both the bachelor’s and the master’s degree. In addition to fulfilling the requirements for the Bachelor’s degree in mathematics, these 140 credits include 30 graduate credits required for the Master’s of Science in Mathematical Sciences. A maximum of ten (10) graduate mathematics credits can be concurrently used toward the bachelor’s and master’s degrees. All doubled counted courses must be at the 5000 level or higher. The combined BS/MS program has been designed to be a continuous program. However, upon completion of all the requirements of the undergraduate program, students will receive their BS degrees.
 
 Admission Requirements
  1. Current enrollment in a Bachelor’s degree program in mathematics.
  2. Current overall GPA of at least 3.2 and GPA of at least 3.2 in upper division courses.
  3. Completion of 90 undergraduate credit-hours.
  4. A minimum combined (verbal and quantitative) GRE score of 1000 to be obtained before entering the MS phase of the program.
  5. Approval of the graduate committee.
  6. Applicants should apply for admission to the combined program by the end of the first semester of their senior year. Students must submit an on-line application to the University Graduate School for admission to the MS program.

Completion Requirements
Year 1 and 2:
MAC 2311
Calculus I
MAC 2312
Calculus II
MAC 2313
Calculus III
MAS 3105
Linear Algebra
MAP 2302
Ordinary Differential Equations

Year 3
Fall
MAA 3200
Introduction to Advanced Mathematics
STA 4321
Introduction to Mathematical Sciences I
One course from List 1 or 2

Spring
MAA 4211
Advanced Calculus
MAS 4301
Algebraic Structures
One course from List 1 or 2

Summer
One course from List 1 or 2 and 1 graduate course

Year 4
Fall
MAA 5616
Introduction to Real Analysis
One course from List 1 or 2
Senior Seminar (1 credit)

Spring
One graduate course
Two courses from List 1 or 2

Summer
Three graduate credits

Year 5
Fall
Nine graduate credits

Spring

Nine graduate credits

The graduate courses distribution should follow catalog descriptions of the master’s program requirements. Students must take at least 3 courses from List 1 and at least 3 courses from List 2. The balance of the 140 semester hours required for graduation may be chosen from any courses in the university, a minimum of six (6) of these should be at the upper division level or higher.

List 1
MAD 4203
Introduction to Combinatorics
3
MAA 4402
Complex Variables
3
MTG 3212
College Geometry
3
MAS 4203
Number Theory
3
MAA 4212
Topics in Advanced Calculus
3
MAS 4302
Topics in Algebraic Structures
3
MTG 4302
Topology
3

List 2
MAP 4401
Advanced Differential Equations
3
MAD 3305
Graph Theory
3
MAP 3103
Mathematical Modeling
3
STA 4322
Mathematical Statistics II
3
MAD 3401
Numerical Analysis
3
MHF 4302
Mathematical Logic
3
MHF 4102
Axiomatic Set Theory
3

College of Arts and Sciences

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