AMATH 401
SLN 1211, MTWF 1:30-2:20, Guggenheim Hall 217
Instructor: |
Charles D. Camp Guggenheim 408 C tel: 685-9298 fax: 685-1440 cdcamp@amath.washington.edu office hours: M 5-6, W 11-12 |
Teaching Assistant: |
Jihwan Kim office: Guggenheim 416 tel: 685-8068 email: jhkim2@u.washington.edu office hours: T 4-5, Th 2:30-3:30 |
|
| Course description | Textbook | Syllabus | Schedule and Homework | Grading | Video | References |
Complex Analysis (6 weeks)
Follow links in the table below to obtain a copy of the homework in
PostScript (.ps) or 
Adobe
Acrobat (.pdf) format. You may also obtain here solutions to some of the
homework and exam problems. An item shown below in plain text is not yet
available. For additional information regarding viewing and printing the
homework and solution sets,
click here.
| Assigned Date | Due Date | Homework Sets | Homework Solutions | |
| First day of classes | Wed., Sep. 28 | |||
| Homework #1 | Wed., Oct. 5 | Wed., Oct. 12 | hw1( .ps , .pdf ) | hw1s( .ps , .pdf ) |
| Homework #2 | Wed., Oct. 12 | Wed., Oct. 19 | hw2( .ps , .pdf ) | hw2s( .ps , .pdf ) |
| Homework #3 | Wed., Oct. 19 | Wed., Oct. 26 | hw3( .ps , .pdf ) | hw3s (v.2) ( .ps , .pdf ) |
| Midterm | Fri., Oct. 28 | |||
| Homework #4 | Wed., Nov. 2 | Wed., Nov. 9 | hw4( .ps , .pdf ) | hw4s( .ps , .pdf ) |
| Veteran's Day | Friday, Nov. 11 | No class | ||
| Homework #5 | Wed., Nov. 9 | Fri., Nov. 18 | hw5( .ps , .pdf ) | hw5s( .ps , .pdf ) |
| Homework #6 | Wed., Nov. 16 | Tue., Nov. 29 | hw6( .ps , .pdf ) | hw6s( .ps , .pdf ) |
| Thanksgiving | Fri., Nov. 25 | No class | ||
| Homework #7 | Wed., Nov. 23 | Mon., Dec. 5 | hw7( .ps , .pdf ) | hw7s( .ps , .pdf ) |
| Homework #8 | Fri., Dec. 2 | Fri., Dec. 9 | hw8( .ps , .pdf ) | hw8s( .ps , .pdf ) |
| Last day of classes | Fri., Dec. 9 | |||
| Final Exam | Mon., Dec. 12 | Gugg. 217 | 2:30p-4:30p |
You may view your homework and exam grades on-line.
| 1. | Vector Identities ( .pdf, .ps ) |
| 2. | Practice Problems for Line, Surface & Volume Integrals ( .pdf, .ps ) |
| 3. | Complex Analysis Review: Part 1: Complex functions, Analyticity & Multi-valued Functions ( .pdf, .ps): |
| 4. | Complex Analysis Review: Part 2: Integration (not available yet) |
| 5. | Complex Analysis Review: Part 3: Power Series, Residue Calculus & Evaluation of Real Integrals ( .pdf, .ps ) |
| 6. | Sample Contour Integral (very complicated): ( .pdf, .ps ) |
Reserve Books: (available at Odegaard Undergraduate Library unless
otherwise noted).
Vector Analysis:
Davis, H. F. and Snider, A. D., Introduction to Vector Analysis
Schey, H. M., Div, Grad, Curl and All That: An Informal Text on Vector
Calculus
Marsden, J.E. and Tromba, A. J., Vector Calculus
Complex Analysis:
Brown, J. W. and Churchill, R. V., Complex Variables and Applications,
available at the Math Research Library (Padelford C-306)
Ablowitz, M. J. and Fokas, A. S., Complex Variables: Introduction and
Applications
Spiegel, M. R.,
Schaum's outline of theory and problems of complex variables,
available at the Math Research Library (Padelford C-306)
Lecture Notes:
Since there's no assigned text for the vector analysis portion of the class,
Mark Kot has graciously let me post last years' lecture notes as an aid for
your studies. They are all in the pdf format. No longer available.
| Sec. 2 | Vector algebra |
| Sec. 3 | Vector functions |
| Sec. 4 | Scalar and vector fields |
| Sec. 5 | Special coordinate systems |
| Sec. 6 | Rate of change of vector fields |
| Sec. 7 | Line integrals |
| Sec. 8 | Surface integrals |
| Sec. 9 | Stokes' theorem |
| Sec. 10 | Volume integrals |
| <cdcamp@amath.washington.edu> | Thu Sep 29 18:35:40 PDT 2005 |