MAT 128C Homework Page (Sring, 2000)

Course: MAT 128C
CRN: 63320
Title: Numerical Analysis in Differential Equations
Class: MWF 12:10pm-1:00pm, Wellman 1 

Instructor: Naoki Saito 
Office: 675 Kerr 
Email: saito@math.ucdavis.edu 
Office Hours: MW 1:15pm-2:15pm or by appointment via email

Teaching Assistant: Thad Edens
Office: 473 Kerr 
Email: tedens@math.ucdavis.edu 
Office Hours: Tu: 1pm-2pm, Th: 3pm-4pm

Homework Assignment #1 Due Monday April 10

Sec. 5.1: 1b, 1d, 2b, 2c, 6c
Note that there is a typo in 1b. The correct equation is: y'=(2/t)y + t^2 exp(t). In other words, the equations in 1b and 6c are the same.
Sec. 5.2: 1c, 2c, 3d, 4d, 5
Create your own account referring the instructions of the following page: How to use Matlab in the Math Department Computer Lab (451 Kerr)



Homework Assignment #2 Due Monday April 17

Sec. 5.2: 9

Sec. 5.3: 1a, 1d, 2a, 2d, 5 (in 5d, use linear interpolation instead of Hermite interpolation)

Sec. 5.4: 1a, 1d, 2a, 2d, 3a, 3d



Homework Assignment #3 Due Monday April 24

Sec. 5.4: 10a, 10d, 13, 16 Note: Since the following problems require significant programming (i.e., the Runge-Kutta-Fehlberg Method), you do not have to solve this time. If you solve this, you get extra credit, but not necessary.

Sec. 5.5: 1a, 1d, 3a, 3d



Homework Assignment #4 Due Monday May 1

Sec. 5.6: 1a, 1d, 2a, 2d, 9, 10

Note: Because it is time cosuming to do all the Adams-Bashforth or Adams-Moulton methods, you only have to do two-step and four-step versions for Problem 1a, 1d, 2a, 2d.



Homework Assignment #5 Due Monday May 15

Sec. 5.7: 1a, 1d

Sec. 5.9: 1a, 1c



Homework Assignment #6 Due Monday May 22

Sec. 5.10: 4, 8

Sec. 5.11: 1a, 1c, 2a, 2c



Homework Assignment #7 Due Wednesday May 31

Sec. 5.11: 4a, 4c

Sec. 11.1: 1, 4a, 5

Sec. 11.2: 1, 3c



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