Program Outcomes
1) Develops, evaluates, analyzes and applies knowledge in the undergraduate level of mathematics.
2) Has an expert knowledge in his/her field, concentrates on a subject and be able to conduct independent research.
3) Knows how to search the literature in his/her field and reaches printed and online sources.
4) Be aware of new and developing inter-disciplinary applications related to his/her area, investigates and grasps them when it is necessary.
5) Knows the basic concepts of mathematics at advanced level and applies them to interdisciplinary problems for which are related.
6) Uses mathematical software programs to support results on his/her research topics.
7) Be aware of the professional responsibility and ethical values and obeys these values, and knows the importance of lifelong learning, has a sense of social, cultural and environmental responsibilities.
8) Transfers the current developments in his / her field and his / her own studies to the groups in the field and outside the field in written, verbal and visual manner.
9) Communicates verbally and in writing using a foreign language at least at the European Language Portfolio B2 General Level.
10) Renews himself/herself continuously by evaluating the expert-level knowledge and skills acquired in the area.
11) Makes modeling problems with reasoning, tries to solve them with skills of analyzing, finds approximate solutions with numerical methods in case of the absence of exact solutions.
12) Prepares creative projects and leads in solving the problems related to the field.
13) Evaluates important people, events and phenomena in the development of their field in terms of their impact on the application of their field.
14) Approaches the problems and finds solution ways with the skills of reasoning, modeling, association and generalization.
15) Has satisfactory information and background to apply for the PhD programs in theoretical and applied mathematics.