Matematik
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M. Sc.

 

Department of Mathematics Master's Program:

Department of Mathematics; The Master's program accepts students who have completed their undergraduate education in Mathematics or other disciplines. Mathematics is the art of reasoning and problem-solving. It is a discipline that examines the properties of concepts such as numbers and geometric structures and the connections between them through deductive and inductive ways of thinking. Since everything scientific requires a mathematical formulation, Mathematics is an indispensable tool of science and technology.

At Ankara Yıldırım Beyazıt Department of Mathematics

  • Analysis and Theory of Functions
  • Algebra and Number Theory
  • Geometry
  • Topology
  • Applied mathematics

research activities are carried out in these fields.

Graduates of the following departments can apply to the program:

  • Mathematics
  • Mathematics and Computer Science
  • Mathematics teaching
  • Mathematical Engineering
  • Statistics
  • Physics
  • Computer Engineering
  • Software Engineering
  • Electrical and Electronics Engineering

 

Application Criteria for M. Sc.:

Official application conditions are announced on the Institute of Science and Technology website before the application period. The following terms are for informational purposes only:

  • The required undergraduate GPA to apply for a master's program is at least 2.50/4.00

  • The required ALES score to apply to a master's program is at least 60

  • The required foreign language (YÖKDİL/YDS) score to apply for a master's degree program is at least 55

  • Letter of Intent

  • Candidates whose applications are accepted must take the Foreign Language Exemption Exam held by our university.

 

Requirements for Graduating from the Program:

In order to graduate, students must take at least 7 courses (not less than 21 credits in total), a seminar course, and an additional FBE900 Research Methods and Ethics course. These students must also submit their Master's Thesis Proposal to the institute by the date determined by our Institute in the semester after completing their courses. At the same time, they must take the Special Studies course every semester, and in addition to this course, when they start their thesis work, they must also take the Master's Thesis course until they graduate.

At most two of the courses to be taken by the student can be selected from the undergraduate courses provided that they are not taken during undergraduate education. In addition, courses may be selected from courses offered in other higher education institutions upon the recommendation of the advisor and the head of the relevant department, with the approval of the Graduate School Administrative Board. The credits of the courses to be taken from other higher education institutions cannot exceed 50% of the total credits.

The proposal of a supervisor of some of the graduate courses related to his / her field of science, which a student has taken and succeeded as a private student or from domestic, overseas Higher Education Institutions within the last three years before enrolling in the Institute as a full-time student; It can be transferred to the current program with the decision of the Board. However, the credits of such courses cannot exceed 50% of the total credit required in the program in which the student is registered.

 

For Graduate Course Contents, please click here.

 

FALL TERM GRADUATE COURSES
         
CODE Compulsory/ Elective Course Name Credits ECTS
MATH 501 E Algebra I 3-0-3 8
MATH 503 E Advanced Linear Algebra 3-0-3 8
MATH 505 E Real Analysis 3-0-3 8
MATH 507 E General Topology 3-0-3 8
MATH 509 E Functional Analysis I 3-0-3 8
MATH 515 E Differential Equations I 3-0-3 8
MATH 517 E Coding Theory and  Cryptology  3-0-3 8
MATH 519 E Basic Algorithms and Programming 3-0-3 8
MATH 521 E Introduction to Scientific Computing I 3-0-3 8
MATH 523 E Partial Differential Equations I 3-0-3 8
MATH 525 E Methods of Applied Mathematics 3-0-3 8
MATH 527 E Dynamical Systems 3-0-3 8
MATH 529 E

Numerical Solutions for Ordinary

Differential Equations

3-0-3 8
MATH 531 E Topics in Applied Mathematics I 3-0-3 8
MATH 535 E Combinatorics 3-0-3 8
MATH 800 C Special Studies 8-0-2 8
MATH 810 C Seminar 0-10-0 8
MATH 820 C MSc Thesis 0-30-0 30
         
         
SPRING TERM GRADUATE COURSES
         
CODE Compulsory/ Elective Course Name Credits ECTS
MATH 502 E Algebra II 3-0-3 8
MATH 504 E Complex Analysis 3-0-3 8
MATH 506 E Differential Geometry 3-0-3 8
MATH 508 E Numerical Linear Algebra 3-0-3 8
MATH 510 E Functional Analysis II 3-0-3 8
MATH 516 E Differential Equations II 3-0-3 8
MATH 518 E Finite Fields and Their Applications 3-0-3 8
MATH 520 E Integral Equations 3-0-3 8
MATH 530 E Introduction to Scientific Computing II 3-0-3 8
MATH 524 E Partial Differential Equations II 3-0-3 8
MATH 526 E Special Functions 3-0-3 8
MATH 528 E Mathematical Modelling 3-0-3 8
MATH 522 E

Numerical Solutions for Partial

Differential Equations

3-0-3 8
MATH 532 E Topics in Applied Mathematics II 3-0-3 8
MATH 534 E Probability Theory 3-0-3 8
MATH 536 E Graph Theory 3-0-3 8
MATH 800 C Special Studies 8-0-2 8
MATH 810 C Seminar 0-10-0 8
MATH 820 C MSc Thesis 0-30-0 30