I will try to put my lecture notes here after the lecture each day.
The lecture notes sometimes contain more examples than I could
cover in class.
M598B: Table of Contents
Chapter I. Vector and Tensors
- Lecture No. 1 in pdf format
- Lecture No. 2 in pdf format
- Lecture No. 3 in pdf format
- Lecture No. 4 (Aug. 29, Wed) in pdf format
- Lecture No. 5 (Aug. 31, Friday) in pdf format
- Lecture No. 6 (Sept 5, Wed) in pdf format
- Lecture No. 7 (Sept 7, Friday) in pdf format
- Lecture No. 8 (Sept 10, Monday) in pdf format
- Lecture No. 9 (Sept 12, Wednesday) in pdf format
- Lecture No. 10 (Sept 14, Friday) in pdf format
- Lecture No. 11 (Sept 17, Monday) in pdf format
- Notation clarification (Sept 18, Tuesday)
in pdf format
- Lecture No. 12 (Sept 19, Wednesday) in pdf format
- Lecture No. 13 (Sept 21, Friday) in pdf format
Chapter II. Complex Variables
Chapter III. Applied Functional Analysis
Chapter IV. Fourier and Laplace Transforms
Chapter V. Ordinary Differential Equations
Chapter VI. Partial Differential Equations
M598B: Table of Contents
M598B: Review (Dec. 5)
M598B: Mock Final Exam (Dec. 4)
M552: Spring 2002 (Dec. 3 Monday) This is
a good course for numerically solving partial differential equations.