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Master of Science in Mathematics Course & Exam Requirements

Traditional Mathematics Masters Program

Required Course Descriptions


MATH 5053 Discrete Mathematics

MATH 5203 Linear Algebra and Module Theory (requires first passing the Algebra Preliminary Exam)

MATH 5204 Algebra (requires first passing the Algebra Preliminary Exam)

MATH 5266 Real Analysis (requires first passing the Real Analysis Preliminary Exam)

MATH 5302 Applied Complex Analysis

MATH 5542 Topology

MATH 5597 Comprehensive Examination

MATH 5599 Thesis

 

Typical Curriculum Flowchart

With thesis Fall Spring
Year 1
  • MATH 5053 — Discrete Mathematics
  • MATH 5203 — Linear Algebra & Module Theory
  • Elective*
Year 2
Without thesis Fall Spring
Year 1
  • MATH 5053 — Discrete Mathematics
  • MATH 5203 — Linear Algebra & Module Theory
  • Elective*
Year 2

*Electives

See the catalog for approved electives. At least 60% of all units required in the program must be at the 5000 level.

Specialization in Applied Mathematics

Required Course Descriptions


MATH 4982 Advanced Topics in Applied Mathematics

MATH 5053 Discrete Mathematics

MATH 5203 Linear Algebra and Module Theory (requires first passing the Algebra Preliminary Exam)

MATH 5266 Real Analysis (requires first passing the Real Analysis Preliminary Exam)

MATH 5302 Applied Complex Analysis

MATH 5371 Methods of Applied Mathematics

MATH 5597 Comprehensive Examination

MATH 5599 Thesis

MATH 5651 Numerical Analysis

 

Typical Curriculum Flowchart

With thesis Fall Spring
Year 1
Year 2
Without thesis Fall Spring
Year 1
  • MATH 5651 — Numerical Analysis
  • MATH 4982 — Advanced Topics in Applied Math
  • Elective**
Year 2
  • MATH 5302 — Applied Complex Analysis
  • Elective**

**Electives for Specialization in Applied Mathematics

See the Specializations tab at the bottom of the catalog for approved electives. At least 60% of all units required in the program must be at the 5000 level.

 

Exam Requirements


Preliminary written examinations are required in the areas of undergraduate analysis and algebra. Comprehensive oral examinations are also required that cover graduate analysis, graduate algebra and a third approved topic. The written examinations are usually completed by the end of the first year and the orals are taken in the last quarter of study.

 

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