Math 366 Fall 1999

Instructor:	Dr. G. Lugo
Office Hours:	Os 2016L MW 11:00 - 11:50 or by appt.
Textbooks:	An Introduction to Fourier Analysis, R. Herman, CRC Press, 2016
	Notes on Fourier Analysis

Grading:	The grade will be based on the cumulative distribution of your scores on the following
	Homework	150 point
	Exam 1	100 points
	Exam 2	100 points
	Exam 3	100 points
	Final	200 points
	Most learning takes place through doing homework. You are required to turn in all the assigned problems on the due date. The course presumes familiarity with the content of a standard 3-semester sequence of calculus for science and engineering.

Make-up's:	There will be no make-up's, no early exams. If you miss an exam without a proper excuse you will get zero points in that exam. If you miss an additional exam for any reason, you will get zero points on that exam
Grade Replacement	Under exceptional circumstances, students who missed one exam with a proper excuse, will be allowed to replace the score in that exam with the percent score in the final exam.
Honor Code:	Complete academic honesty is expected from all students. Any Incidence of cheating will be dealt strictly according to the Student Academic Honor code. http://uncw.edu/odos/honorcode/
Attendance:	Do not miss any classes. In particular, do not miss any exams!
Help:	a) Office hours b) Applets c) Tutors. See math secretary for list.

Goals:	a) Learn to prove and apply the main theorems of Vector Calculus, including: The Chain Rule, Taylor's Theorem, the Implicit Function Theorem, and the various forms of Stoke's Theorem.
	b) To gain insight into Vector Calculus through Differential Forms.
	c) To understand Stoke’s theorem and why this theorem is so central to science and mathematics.
	d) To improve analytical thinking and problem solving skills.
	e) To gain more appreciation for the beauty of mathematics.