Faculty of Science

Model (No 12)

Course Specification : Complex Analysis

2010 - 2011

  
Farabi Quality Management of Education and Learning - 24/4/2026
University :Damietta University
Faculty :Faculty of Science
Department :
1- 1- Course data :-
Code: 415ر
Course title: Complex Analysis
Year/Level: رابعة فيزياء وعلوم حاسب
Program Title:
  • All Academic programmes
Specialization:
Teaching Hours: Theoretical: 2 Tutorial: Practical:
2- 2- Course aims :-
  1. Postulate concepts and choose appropriate solutions to solve problems on scientific basis
  2. Recognize and use various types of reasoning and methods of proof.
  3. Recognize and understand how mathematical ideas interconnect and build on one another
3- 3- Course Learning Outcomes :-
4- 4- Course contents :-
No Topics Week No.
1 Complex numbers
2 Complex functions: limits, continuity and derivative
3 Analytic functions of a complex variable. Cauchy-Riemann equation
4 Integration in complex plane
5 Cauchy integral theorems, Morris theorem, Liouville’s theorem
6 Power series, Laurent series
7 Singularities of analytic functions
8 The residue theorem
9 Some additional topics such as conformal mapping

5- 5- Teaching and learning methods :-
S Method
طرح أسئلة علي الطلاب أثناء المحاضرة لتوظيف خبراتهم والاستفادة منها
اختبارات قصيرة متكرّرة
تكليفات منزلية متنوعة

6- 6- Teaching and learning methods of disables :-
  1. لايوجد

7- 7- Student assessment :-
- Student assessment methods
S Method
المشاركة الفصلية
الاختبارات الدورية
الاختبارات الشفوية
الاختبارات النهائية
- Timing
No Method Week No.
1 المشاركة الفصلية 1, 3, 5
2 الاختبارات الدورية 2-10
3 امتحانات تحريرية 12
- Degree
No Method Degree
1 Mid_term examination 0
2 Final_term examination 90
3 Oral examination 5
4 Practical examination 0
5 Semester work 0
6 Other types of asessment 5
Total 100%

8- 8- List of books and references
S Reference Type
1 Course notes prepared by stuff members
2 المتغيرات المركبة وتطبيقات – دويل ث. تشرشل – جيمس د. بروان
3 سلسلة سشوم فى التحليل المركب

9- 9- Matrix of knowledge and skills of the course
S Content Study week
Complex numbers
Complex functions: limits, continuity and derivative
Analytic functions of a complex variable. Cauchy-Riemann equation
Integration in complex plane
Cauchy integral theorems, Morris theorem, Liouville’s theorem
Power series, Laurent series
Singularities of analytic functions
The residue theorem
Some additional topics such as conformal mapping

Course Coordinator(s): -
  1. رابحة محمد مصطفى الاشوح
Head of department: -
محمد أحمد أنور محمد الشهاوى