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  Course Description
Course Name : Seminar

Course Code : YLMTS-102

Course Type : Optional

Level of Course : Second Cycle

Year of Study : 1

Course Semester : Spring (16 Weeks)

ECTS : 6

Name of Lecturer(s) : Prof.Dr. NAİME EKİCİ
Prof.Dr. HAYRULLAH AYIK
Prof.Dr. GONCA AYIK
Assoc.Prof.Dr. AHMET TEMİZYÜREK
Assoc.Prof.Dr. ZERRİN GÜL ESMERLİGİL
Assoc.Prof.Dr. ALİ ARSLAN ÖZKURT
Asst.Prof.Dr. ELA AYDIN
Asst.Prof.Dr. ZEYNEP YAPTI ÖZKURT
Asst.Prof.Dr. DİLEK KAHYALAR
Asst.Prof.Dr. NAZAR ŞAHİN ÖĞÜŞLÜ
Asst.Prof.Dr. ŞEHMUS FINDIK
Prof.Dr. DOĞAN DÖNMEZ

Learning Outcomes of the Course : Gains the ability to conduct scientific studies
gaisn the ability to present a scientific study to the scientific community

Mode of Delivery : Face-to-Face

Prerequisites and Co-Prerequisites : None

Recommended Optional Programme Components : None

Aim(s) of Course : Making a scientific study in a the field of mathematics and present the results to an audience using contemporary presentation techniques.

Course Contents : Selection of a topic for seminar and preparation of presentation

Language of Instruction : Turkish

Work Place : Department of Mathematics Seminar Room


  Course Outline /Schedule (Weekly) Planned Learning Activities
Week Subject Student's Preliminary Work Learning Activities and Teaching Methods
1 General information about presentation techniques Study presentation techniques and examples Discussion
2 General information about presentation techniques Study presentation techniques and examples Discussion
3 Preliminary studies related to the subject of seminar Search for a topic for presentation Discussion
4 Determination of seminar topic Choosing a topic for presentation Discussion
5 Literature Review Studying the topic of presentation from different sources Discussion
6 Literature Review Studying the topic of presentation from different sources Discussion
7 Literature Review Studying the topic of presentation from different sources Discussion
8 Literature Review Studying the topic of presentation from different sources Discussion
9 Problem solving Determination and solution of problems Discussion
10 Problem solving Determination and solution of problems Discussion
11 Problem solving Determination and solution of problems Discussion
12 Evaluation of results Evaluation of the results Discussion
13 Evaluation of results Evaluation of the results Discussion
14 Editing and writing of the results Editing and writing of the results Lecture and discussion
15 Editing and writing of the results Editing and writing of the results Lecture and discussion
16/17 Presentation of seminar Presentation Presentation


  Required Course Resources
Resource Type Resource Name
Recommended Course Material(s)  Allmaterials relating to seminar
Required Course Material(s)


  Assessment Methods and Assessment Criteria
Semester/Year Assessments Number Contribution Percentage
    Mid-term Exams (Written, Oral, etc.) 0 100
    Homeworks/Projects/Others 0 0
Total 100
Rate of Semester/Year Assessments to Success 40
 
Final Assessments 100
Rate of Final Assessments to Success 60
Total 100

  Contribution of the Course to Key Learning Outcomes
# Key Learning Outcome Contribution*
1 Aquires sufficient knowledge to enable one to do research over and above the undergraduate level 5
2 Learns theoretical foundations of his/her field thoroughly 5
3 Uses the knowledge in his/her field to solve mathematical problems 5
4 Proves basic theorems in different areas of Mathematics 5
5 Creates a model for the problems in his/her field and expresses the relationship between objects in a simple and comprehensive way. 5
6 Uses technical tools in his/her field 5
7 Works independently in his/her field requiring expertise 5
8 Works with other colleagues collaboratelly, takes responsibilities if necessary during the research process 5
9 Argues and analyzes knowledge in his/her field and applies them in other fields if necessary 5
10 Has sufficient knowledge to follow literature in his/her field and communicate with stakeholders 5
11 Uses the language and technology to develop knowledge in his/her field and shares these with stakeholders systematically when necessary 5
12 Knows and abides by the ethical rules in analyzing, solving problems and publishing results 5
* Contribution levels are between 0 (not) and 5 (maximum).

  Student Workload - ECTS
Works Number Time (Hour) Total Workload (Hour)
Course Related Works
    Class Time (Exam weeks are excluded) 16 4 64
    Out of Class Study (Preliminary Work, Practice) 16 5 80
Assesment Related Works
    Homeworks, Projects, Others 0 0 0
    Mid-term Exams (Written, Oral, etc.) 0 0 0
    Final Exam 0 0 0
Total Workload: 144
Total Workload / 25 (h): 5.76
ECTS Credit: 6