Course Code	Semester	Course Name	LE/RC/LA	Course Type	Language of Instruction	ECTS
DMB0099	3	Qualification	0/0/0	CC	Turkish	30

Course Goals	Determination of the qualification in order to write a PhD thesis.
Prerequisite(s)	Completion of the required courses and taking the exam within the prescribed period
Corequisite(s)	None
Special Requisite(s)	None
Instructor(s)	Professor Mert ÇAĞLAR
Course Assistant(s)	None
Schedule	Will be decided by the Exam Committee.
Office Hour(s)	Assoc. Prof. Dr. Mert ÇAĞLAR, AK/3-A-03/05
Teaching Methods and Techniques	-Graduate courses
Principle Sources	-Sources related to the graduate courses taken.
Other Sources	-None

Course Schedules
Week	Contents	Learning Methods
1. Week	Determined according to the exam context	Courses and individual preparation
2. Week	Determined according to the exam context	Courses and individual preparation
3. Week	Determined according to the exam context	Courses and individual preparation
4. Week	Determined according to the exam context	Courses and individual preparation
5. Week	Determined according to the exam context	Courses and individual preparation
6. Week	Determined according to the exam context	Courses and individual preparation
7. Week	Determined according to the exam context	Courses and individual preparation
8. Week	Determined according to the exam context	Courses and individual preparation
9. Week	Determined according to the exam context	Courses and individual preparation
10. Week	Determined according to the exam context	Courses and individual preparation
11. Week	Determined according to the exam context	Courses and individual preparation
12. Week	Determined according to the exam context	Courses and individual preparation
13. Week	Determined according to the exam context	Courses and individual preparation
14. Week	Determined according to the exam context	Courses and individual preparation
15. Week	Determined according to the exam context	Courses and individual preparation
16. Week	Determined according to the exam context	Courses and individual preparation
17. Week	Qualifying exam	Qualifying exam

Assessments
Evaluation tools	Quantity	Weight(%)
Qualifying Exam	1	100

Program Outcomes PO-1 Have ability to develop new mathematical ideas and methods by using high-level mental processes such as creative and critical thinking, problem solving and decision-making. PO-2 Follow the current developments in the field of mathematics, and make the critical analysis, synthesis and evaluation of new and complex ideas. PO-3 Understand the interdisciplinary interaction related to Mathematics and play a role in an effective manner in environments that require with the resolution of problems encountered in this process. PO-4 Defend original views on the discussion of the issues in the field of mathematics with experts and communicate to show competence in oral and written. PO-5 Do research with high-level national and international scientific working groups, and acquire the responsibility to contribute to the literature by publishing original works in respected scientific journals. PO-6 Use computer software to solve problems effectively by following the developments in information and communication technologies. PO-7 Contribute to the solution of social, scientific, cultural and ethical problems encountered issues related to the field and support the development of these values. PO-8 To solve problems related to the field, establish functional interacts by using strategic decision making processes. PO-9 Establish and discuss in written, oral and visual communication at an advanced level by using at least one foreign language.

Learning Outcomes LO-1 Having basic knowledge in a determined subject. LO-2 Analiyzing and making synthesis of acquired knowledge. LO-3 Having the ability to use the acquired knowledge. LO-4 Having the ability of solving problems at the PhD level. LO-5 Having the potential of making original research and writing a PhD thesis.

Course Assessment Matrix:

	PO 1	PO 2	PO 3	PO 4	PO 5	PO 6	PO 7	PO 8	PO 9
LO 1
LO 2
LO 3
LO 4
LO 5