Graduate Courses
A complete description of Graduate Courses can be found on the web at
http://www.math.buffalo.edu/gr_course_list.html
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Master's-Level Graduate Courses
- Introduction to
Mathematical Logic I, II
- Basic Algebra
- Survey of Fourier Series
Methods
- Introduction to Complex
Variables
- Introduction to Topology
I, II
- Introduction to the
Theory of Numbers I, II
- Basic Analysis
- Calculus of Variations
- Introduction to Numerical
Analysis I, II
- Fundamentals of Applied
Mathematics I,II
- Methods of Applied
Mathematics I, II
- Mathematical Biology
- Introduction to Ordinary
Differential Equations
- Introduction to Partial
Differential Equations
- Theory of Games
- Mathematical Finance
- Project Guidance in
Applied Mathematics
Beginning
Doctoral-Level Courses
- Mathematical Logic
- Axiomatic Set Theory
- Algebra
- Complex Variables
- Topology
- Theory of Numbers
- Analysis
- Differential Geometry
- Advanced Numerical
Analysis
- Fourier Analysis
- Advanced Ordinary
Differential Equations
- Integral Equations
- Partial Differential
Equations
Advanced
Doctoral-Level Courses
- Infinitary Combinatorics
- Advanced Algebra
- Topics in Complex
Analysis
- Theory of Functions of
Several Complex Variables
- Algebraic Topology
- Diophantine
Approximations
- Algebraic Number Theory
- Functional Analysis
- Representation of Complex
Lie Groups
- Algebraic Geometry
- Topics in Differential
Geometry
- Knot Theory
- Special Topics in Areas
of Active Research: Algebra, Analysis, Applied Mathematics,
Geometry, Mathematical Logic, Number Theory, Numerical Analysis, and
Topology
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