EEE 203 Complex Calculus - Fall Semester 2016-2017



Complex numbers are in the form of a + b·i with a,b are Real numbers and i is unit Imaginary number (i2 = 1). Since two Real numbers are needed to define a Complex number it is described as a point in a two dimensional coordinate system rather than a point on a number axis as in the case of Real numbers. In this course we are going to learn functions of complex variables, their limits, continuity, derivation and integral etc. Namely, this course is an extension of calculus to functions of complex variables.

    Textbook(s):

  1. Fundamentals of Complex Analysis with Applications to Engineering, Science, and Mathematics. Edward B. Saff Edward B. Saff, Arthur David Snider. 3 edition (January 10, 2003). Prentice Hall.
  2. Complex Analysis, A First Course with Applications. Dennis G. Zill and Patrick D. Shanahan. Third Edition (2015). Jones & Bartlett Learning.
  3. COMPLEX ANALYSIS: for Mathematics and Engineering. John H. Mathews and Russell W. Howell. Sixth Edition (2012). Jones & Bartlett Learning.
  4. Complex analysis: an introduction to the theory of analytic functions of one complex variable. Lars Valerian Ahlfors. 3 edition (January 1, 1979). McGraw-Hill.
  5. Complex Analysis. John M. Howie. (April 20, 2007). Springer.



Fall Semester 2011-2012

STUDENT LIST/ATTENDANCE
Midterm Exam Questions and Answers
Final Exam Questions and Answers
Make-up Exam Questions
Grades


Fall Semester 2012-2013

Midterm Exam I Questions
Midterm Exam II Questions
Exercises
Exam Grades


Summer Semester 2012-2013

Midterm Exam Questions
Final Exam Questions
Pass Grades


Fall Semester 2013-2014

Midterm Exam Questions and Answers
Midterm Exam Grades
Final Exam Questions and Answers


Fall Semester 2014-2015

Midterm Exam Questions and Answers
Midterm Exam Grades
Final Exam Questions
Final Exam Answers
Make-up Exam Questions


Fall Semester 2015-2016

Midterm Exam Questions and Answers
Final Exam Questions and Answers
Midterm/Final Exam and Pass Grades


Fall Semester 2016-2017


Midterm Exam Questions
Midterm Exam Answers
Midterm Exam Grades
Final Exam Questions
Final Exam Answers (draft)



Fall Semester 2022-2023

The answers to the midterm exam questions



Lecture Notes/Past Exam Questions

Lecture Notes and Past Exam Questions



Grade Evaluation


Midterm Exam 1: 25 %
Midterm Exam 2: 25 %
Final Exam: 50%
Total: 100%

Attendance: 70% (If attendance is lower than 70% you get NA and your midterm and final exams will not be evaluated.)
Grading on a curve (bell curve) will not be used as a grade assessment method in this course. The grade assessment is absolute. Therefore, the students should expect basic questions, which measure whether you learned at least the required concepts in exams.

References/Links

  1. http://en.wikipedia.org/wiki/Grading_on_a_curve
  2. http://www.suite101.com/content/teachers-should-avoid-grading-on-the-curve-a179963
  3. http://tigger.uic.edu/~mikel/grades.html
Grade Range Weight
AA 90-100 4.00
BA 85-89 3.50
BB 80-84 3.00
CB 75-79 2.50
CC 70-74 2.00
DC 60-69 1.50
DD 50-59 1.00
FD 30-49 0.50
FF 0-29 0.00


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