Degree Programs

Degree Programs -- see our brochure

Master of Science in Applied Mathematics

Entrance into the program:  In order to enter a program leading to the degree Master of Science in Applied Mathematics, the prospective student is strongly advised to possess either a bachelor’s degree with a major in mathematics or a bachelor’s degree in another discipline with a strong mathematical orientation.


Minor in MA: The minor in math requires a minimum of 16 quarter-hours of graduate-level (3000-4000 numbered) courses with a minimum GQPR of 3.0, either as

  • 4 courses at 4xxx or
  • 3 courses at 4xxxx and 1 course at 3xxx

The program specifications must be approved by both the Academic Associate, Prof. Ralucca Gera.


Masters degree: Any program that leads to the degree Master of Science in Applied Mathematics for a student who has met the entrance criteria must contain a minimum of 32 quarter-hours of graduate-level (3000-4000 numbered) courses with a minimum GQPR of 3.0. The program specifications must be approved by both the Academic Associate, Prof. Ralucca Gera. The program is subject to the general conditions specified in the Academic Council Policy Manual as well as the following:

  1. A student must complete or validate the four course calculus sequence (namely MA1113, 1114, 1115, MA 1116), the introductory courses in linear algebra (MA 2043), and discrete mathematics (MA2025).
  2. The program must include at least 16 hours in 3000-level mathematics courses and 16 hours of approved 4000-level mathematics courses, each with a B or more.
  3. Courses in Ordinary Differential Equations (MA2121), Real Analysis (MA3607), and upper division Discrete Mathematics (MA3025) are specifically required, and those at the 3000 level or above may be applied toward the requirement above. 
  4. The following OR classes are dual listed between MA and OR, and two of them could count towards 2 courses required for the MA masters: 
    MA3301/OA3201 - Linear programming
    MA4301/OA4201 - Nonlinear programming
    MA4302/OA4101 - Design of Experiments
    MA4303/OA4102 - Regression Analysis
    MA4304/OA4308 - Time Series Analysis
    MA4305/OA4301 - Stochastic Models II

 

Some typical course matrices are shown here:

Quarter

Applied Track

 

Discrete Track

Summer I

MA1113

MA1114

MA2025

MA2043

 

MA1113

MA1114

MA2025

MA2043

Fall I

MA1115

MA1116

MA2121

MA3025

 

MA1115

MA1116

MA2121

MA3025

Winter I

MA3046

MA3232

MA3560

OA3201

 

MA3046

MA3232

MA3560

OA3201

Spring I

OA3101

MA4261

MA3132

Elective

 

OA3101

MA4560

MA3042

Elective

Summer II

OA3102

MA3607

Elective

Elective

 

OA3102

MA3607

MA4560

Elective

Fall II

OA3103

MA4322

Elective

Elective/Thesis

 

OA3103

MA4027

OA4202

Elective/Thesis

Winter II

MA4XXX

MA4393

Thesis

Thesis

 

MA4404

MA4393

Thesis

Thesis

Spring II

Elective

Elective

Thesis

Thesis

 

Elective

Elective

Thesis

Thesis

 

An acceptable thesis is required. The Department of Applied Mathematics permits any student pursuing a dual degree to write a single thesis meeting the requirements of both departments, subject to the approval of the Chairs and Academic Associates of both departments.

Bowman Scholar path:

A typical course matrix is shown here:

Quarter

Applied Math Track

   

Discrete Track

 

 

                            

Summer 

OA4602

MA3132

MA3607

OA3304

UW2001  

MA2025

MA3607

MA4570

Elective

UW2001

Fall 

MA4322

MA4243

PH3002

OC3260

UW0001  

MA3025

MA3042

MA4027

MA4202/Elective

UW0001

Winter 

MA4323

MA4332

OC4270

Thesis

UW0001  

MA3560

MA4404

Thesis

Elective

UW0001

Spring 

Elective

OA4607

Thesis

Thesis

UW0001  

MA4560

Thesis

Thesis

Elective

UW0001
 

Doctor of Philosophy in Applied Mathematics

The Department of Applied Mathematics offers the degree Doctor of Philosophy in Applied Mathematics. Areas of specialization will be determined by the department on a case by case basis. Requirements for the degree include course work followed by an examination in both major and minor fields of study, and research culminating in an approved dissertation. It may be possible for the dissertation research to be conducted off-campus in the candidate's sponsoring organization.

Entrance into the program will ordinarily require a master’s degree, although exceptionally well-prepared students with a bachelor’s degree in mathematics may be admitted. A preliminary examination may be required to show evidence of acceptability as a doctoral student. Prospective students are directed to contact the Chairman of the Applied Mathematics Department or the Academic Associate Chair for further guidance.

 

For further information, please email the Academic Associate Chair: Prof. Ralucca Gera