Ph.D. Progress

(T = transferred from UNR MS or MSU MS)

• Required Courses
  • MATH 713 - Abstract and Real Analysis I
  • (T) MATH 736 - Numerical Linear Algebra
  • Two of these:
    • MATH 705 - Applied Functional Analysis
    • (T) MATH 715 - Complex Function Theory
    • MATH 735 - Advanced Linear Algebra
    • MATH 751 - Operations Research I
• 48 Credits of Non-Dissertation Coursework
  • 30 Credits of 700+ Courses
    • MATH 701 - Numerical Analysis and Approximation I
    • MATH 702 - Numerical Analysis and Approximation II
    • (T) MATH 713 - Abstract and Real Analysis I
    • (T) MATH 714 - Abstract and Real Analysis II
    • (T) MATH 715 - Complex Function Theory
    • STAT 753 - Stochastic Models and Simulation
    • (T) MATH 736 - Numerical Linear Algebra
    • MATH 744 - Differential Topology
    • (T) MATH 761 - Methods in Applied Math I
    • (T) MATH 762 - Methods in Applied Math II
  • 18 Credits of 600+ Courses
    • STAT 775 - Advanced Topics in Probability & Statistics (Data Assimilation)
    • (T) MATH 642 - Differential Geometry
    • (T) MATH 688 - Partial Differential Equations
    • STAT 645 - Introduction to Statistical Computing
    • STAT 661 - A First Course in Probability
• Transfer Credit Limits: max 18 of 700+, max 24 total
  • MATH 642 - Differential Geometry
  • MATH 688 - Partial Differential Equations
  • MATH 713 - Abstract and Real Analysis I
  • MATH 714 - Abstract and Real Analysis II
  • MATH 715 - Complex Function Theory
  • MATH 736 - Numerical Linear Algebra
  • MATH 761 - Methods in Applied Math I
  • MATH 762 - Methods in Applied Math II
• Qualifying Exams
  • Numerical Analysis (701, 702)
  • Real and Complex Analysis (713, 715)
  • Linear Algebra (735, 736)
• Dissertation Items
  • Proposal
  • 24 Credits of MATH 799 - Dissertation
  • Completed Dissertation
  • Defense

---

Other non-thesis and non-dissertation UNR courses not listed above:

• Spring 2022:
  • MATH 793 - Independent Study (1 credit)
• Fall 2021:
  • MATH 793 - Independent Study (1 credit)
• Spring 2008:
  • MATH 610 - Complex Analysis
  • MATH 620 - Mathematical Modeling
• Fall 2007:
  • MATH 731 - Modern Algebra I
  • MATH 741 - Algebraic Topology I