Graduate Courses

Below are extended descriptions of certain courses to help you plan your academic pathway in our graduate program.

6000

• MATH-6100: Real Analysis I
  

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• MATH-6101: Real Analysis II
  

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• MATH-6200: Topology I
  

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• MATH-6201: Topology II
  

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• MATH-6210: Differential Topology
  

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• MATH-6300: Algebra I
  

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• MATH-6301: Algebra II
  

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• MATH-6620: Linear Optimization
  

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• MATH-6710: Graph Theory

7000

• MATH-7100: Theory of Functions of a Complex Variable
  

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• MATH-7120: Functional Analysis
  

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• MATH-7130: Harmonic Analysis
  

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• MATH-7200: Algebraic Topology
  

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• MATH-7210: Riemannian Geometry
  

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• MATH-7610: Methods of Mathematical Physics
  

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• MATH-7899: Selected Advanced Topics – Computing with Splines

8000

• MATH-8110: Theory of Partial Differential Equations
  

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• MATH-8300: Combinatorial and Geometric Group Theory
  

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• MATH-8997: Advanced Independent Study

9000

• MATH-9100: Seminar in Analysis
  

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• MATH-9101: Seminar in Analysis – Quantum Information Theory
  

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• MATH-9201: Seminar in Topology – Actions on Delta Hyperbolic Spaces
  

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• MATH-9301: Seminar in Algebra
  

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• MATH-9601: Seminar in Applied Mathematics – Sampling & Dynamical Systems
  

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• MATH-9996: Directed Study