David Arthur Weinberg
Courses taught at the graduate and undergraduate levels.
Graduate Courses
- Real Analysis I
- Real Analysis II
- Complex Analysis I
- Complex Analysis II
- Algebra I
- Algebra II
- Intermediate Analysis I
- Intermediate Analysis II
- Advanced Harmonic Analysis
- Introduction to Algebraic Geometry
- Algebraic Geometry: Varieties [based on text by Shafarevich]
- Algebraic Geometry: Schemes [based on text by Eisenbud and Harris]
- DeRham Cohomology
- Applied Linear Algebra
- Number Theory
Undergraduate Courses
- Applied Fourier Analysis
- Topology
- Advanced Calculus I
- Advanced Calculus II
- Complex Analysis
- Abstract Algebra I
- Abstract Algebra II
- Ordinary Differential Equations
- Partial Differential Equations
- Advanced Engineering Mathematics I
- Advanced Engineering Mathematics II
- Advanced Engineering Mathematics I (Special section for electrical engineers)
- Advanced Engineering Mathematics II (Special section for electrical engineers)
- Finite Mathematics
- Calculus for Elementary School Teachers
- Linear Algebra
- Calculus I
- Calculus II
- Calculus III
- Analytic Geometry
- Precalculus
- Introductory Mathematical Analysis I (Business Mathematics)
- Introductory Mathematical Analysis II (Business Calculus)
- Trigonometry
- College Algebra
- Contemporary Mathematics (Quantitative Literacy)