D.9. Key Learning Outcomes

1. Deepens the concepts of mathematics in the level of expertise.

2. Grasps the inter-disciplinary interaction related to the area; reaches original results by using the specialist knowledge in analyzing and evaluating new ideas.

3. Gains the ability to think independently and develops theoretical concepts.

4. Develops original mathematical models by using interrelations between mathematics and other disciplines and applies them to other disciplines.

5. Uses high level research methods in studies in the area.

6. Develops a new idea, method and/or application independently, finds a solution, and contributes to the progress in the area by carrying out original studies.

7. Fulfills the leader role in the environments where solutions are thought for the area and/or inter-disciplinary problems.

8. Develops continually the skills of creativity, decision making and problem solving.

9. Defends original opinions by communicating with experts in the area.

10. Uses a foreign language- at least C1 Level-, communicates with foreign colleagues and follows the international literature.

11. Follows the latest developments in the information and communication technologies and uses them in the area.

12. Does research in national and international research groups.

13. Makes strategic decision in the solution of problems in the area.

14. Protects the rights of other researchers in regards to ethics, privacy, ownership and copyright.