Vector Analysis

Spring 2018

Syllabus

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Lecture Notes

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The lecture notes is mainly based on the following books:
P.C.Matthews, Vector Calculus, Springer-Verlag London 1998
Barry Spain, Vector Analysis, Van Nostrand Reinhold Inc.,U.S., 1968
Michael Spivak, Calculus on Manifolds: A Modern Approach to Classical Theorems, Addison-Wesley Publishing Company 1965
January: 22   24   29   31  
February: 05   07   12   14   21   26   28  
March: 19   26   28  
April: 02   04   09   11   16   18   23 & 25   30  
May: 02  

Homework

Homework shall be collected during recitation on the due day listed here.
Homework 01 Due: FEB 05 Solution 01
Homework 02 Due: FEB 09 Solution 02
Homework 03 Due: FEB 16 Solution 03
Homework 04 Due: FEB 23 Solution 04
Homework 05 Due: MAR 02 Solution 05
Homework 05+ Not Due Solution 05+
Homework 06 Due: MAR 30 Solution 06
Homework 07 Due: APR 06 Solution 07
Homework 08 Due: APR 13 Solution 08
Homework 09 Due: APR 20 Solution 09
Homework 10 Due: APR 27 Solution 10
Homework 11 Due: MAY 04 Solution 11