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.
Some printers do not print these PDF files well. You are adviced
to check your printed copy against the version you see on the
computer screen.
Print As Image
Advice from Michael Butch M. Dizon: When printing pdf files on some
printers, especially Laser Printers, it is best to check the "Print As Image" box on the printer
pop up menu: Select Print, and on the top right hand portion of the menu, there are 3 to 4
boxes. Check the "Print as image" option. I've noticed that the error in printing occurs in files
with equations or drawings. But some HP inkjet printers don't have this problem...its mostly
the Laser printers that mess up.
M597k: Table of Contents
Chapter I. Vector and Tensors
- Lecture No. 1 (Wed., Aug. 28)
- Lecture No. 2 (Fri., Aug. 30)
- Supplement: Linear dependence (Tue., Sep. 3)
- Lecture No. 3 (Wed., Sep. 4)
- Lecture No. 4 (Fri., Sep. 6)
- Lecture No. 5 (Mon., Sept 9)
- Lecture No. 6 (Wed., Sept 11)
- Lecture No. 7 (Fri., Sept 13)
- Lecture No. 8 (Mon., Sep. 16)
- Lecture No. 9 (Wed., Sept 18)
- Lecture No. 10 (Fri., Sept 20)
- Lecture No. 11 (Mon., Sep. 23)
- Lecture No. 12 (Wed., Sept 25)
- Lecture No. 13 (Fri., Sept 27)
- Lecture No. 14 (Mon., Sep. 30)
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
- Lecture No. 30 (Mon., Nov 11) Transport equation
- Lecture No. 31 (Wed., Nov 13) Wave equation in R^1 and R^3
- Lecture No. 32 (Fri., Nov 15) Cont'd and Wave equation in R^2
- Lecture No. 33 (Mon., Nov 18) Heat equation in R^n and R^1+
- Lecture No. 34 (Wed., Nov 20) Laplace and Poisson equations in R^n
- Lecture No. 35 (Fri., Nov 22) Fundamental solutions
- Lecture No. 36 (Mon., Nov 25) Laplace equation in a rectangle
- Lecture No. 37 (Wed., Nov 27) Poisson equation in a rectangle
- Lecture No. 38 (Mon., Dec. 2) Heat equation in an interval
- Lecture No. 39 (Wed., Dec. 4) Wave equation in a rectangle
- Lecture No. 40 (Fri., Dec. 6) Sturm-Liouville eigenvalue problem
- Lecture No. 41 (Mon., Dec. 9) Special functions: Bessel's functions
- Lecture No. 42 (Wed., Dec. 11) Part 1: Vibrating Circular membrane
- Lecture No. 42 Part 2: Green function: An Introduction
END