1443 Mathematics(Without Thesis)

GENERAL INFORMATION


Objective
A person who graduated from the Mathematics Graduate Program will have expert knowledge one of the topics in analysis and theory of functions, geometry, applied mathematics, algebra and number theory and topology. Person graduated from a scientific point of view the real-world problems are shaped by the ability of scientific research finding necessary information in the literature, making the necessary observations and the information obtained by analyzing, the resulting and writing the information.


Admission Requirements
Standardized graduate examination given by OSYM (ALES), acceptable score on centralized graduate entrance exam, placement through local oral/written exam and certificate of English proficiency.

Graduation Requirements


Career Opportunties
The mathematics graduates are employed in public and private sector and many areas related to their profession. In addition, our graduates which have completed pedagogical formation courses has been working as a teacher in educational institutions.

Qualification Awarded
Mathematics

Level of Qualification
Second Cycle (Master's Degree)

Recognition of Prior Learning
Recognition of previous structured lectures in Turkish Higher Education Institutions, transitions in vertical, horizontal and university are realized within the scope of the "Higher Education Regulations", "REGULATION BETWEEN THE BACHELORS AND GRADUATE DEGREE PROGRAMS, ON HIGHER EDUCATION AND TRANSITION BETWEEN DOUBLE MAJOR DALL, SIDE DALL AND CREDIT TRANSFER STANDARDS

Qualification Requirements and Regulations
A student must complete the required course load (21 PAU credits) with a CGPA of at least 3.00/4.00; present a research seminar and successfully prepare and defend a thesis.

Access to Further Studies
May apply to PhD programs

Mode of Study
Full Time

Examination Regulations, Assessment and Grading
Measurement and evaluation methods that is applied for each course, is detailed in "Course Structure&ECTS Credits".

Contact (Programme Director or Equivalent)
PositionName SurnamePhoneFaxE-Mail
 Prof. Dr. ALP ARSLAN KIRAÇ+90 258 296 3625 aakirac@pau.edu.tr


PROGRAM LEARNING OUTCOMES
TEACHING & LEARNING METHODS

Learning Outcomes - NQF-HETR Relation
NQF-HETR CategoryNQF-HETR Sub-CategoryNQF-HETRLearning Outcomes
INFORMATION  01
INFORMATION  02
SKILLS  01
SKILLS  02
SKILLS  03
COMPETENCIESCommunication and Social Competence 01
COMPETENCIESCommunication and Social Competence 02
COMPETENCIESCommunication and Social Competence 03
COMPETENCIESCommunication and Social Competence 04
COMPETENCIESCompetence to Work Independently and Take Responsibility 01
COMPETENCIESCompetence to Work Independently and Take Responsibility 02
COMPETENCIESCompetence to Work Independently and Take Responsibility 03
COMPETENCIESField Specific Competencies 01
COMPETENCIESField Specific Competencies 02
COMPETENCIESField Specific Competencies 03
COMPETENCIESLearning Competence 01
    

Learning Outcomes - Fields of Education Relation (Academic)
No Records to Display

Learning Outcomes - Fields of Education Relation (Vocational)
No Records to Display

COURS STRUCTURE & ECTS CREDITS
Year :
1st Semester Course Plan
Course CodeCourse TitleL+P HourECTSCourse Type
FBE 610 METHODS OF RESEARCH AND ETHICS 3+0 7,5 Compulsory
MAT 582 ADVANCED LINEAR ALGEBRA 3+0 7,5 Compulsory
- Elective 3+0 7,5 Elective
- Elective 3+0 7,5 Elective
  Total 30  
1st Semester Elective Groups : Elective
Course CodeCourse TitleL+P HourECTSCourse Type
MAT 501 ADVANCED REGULAR MATRIX MAPPINGS I 3+07,5Elective
MAT 502 THEORY OF ADVANCED DIVERGENT SERIES II 3+07,5Elective
MAT 503 THEORY OF ADVANCED DIVERGENT SERIES I 3+07,5Elective
MAT 504 ADVANCED REGULAR MATRIX MAPPINGS II 3+07,5Elective
MAT 505 HIGHER DIFFERENTIAL GEOMETRY-I 3+07,5Elective
MAT 506 HIGHER DIFFERENTIAL GEOMETRY-II 3+07,5Elective
MAT 507 INTEGRAL EQUATIONS 3+07,5Elective
MAT 508 NUMERICAL SOLUTIONS OF INTEGRAL EQUATIONS 3+07,5Elective
MAT 509 SPECIAL FUNCTIONS 3+07,5Elective
MAT 511 GENERALISED CLASSICAL MECHANICS AND FIELD THEORY I 3+07,5Elective
MAT 512 ADVANCED RINGS THEORY II 3+07,5Elective
MAT 513 DIFFERENTIABLE MANIFOLDS -I 3+07,5Elective
MAT 514 DIFFERENTIABLE MANIFOLDS -II 3+07,5Elective
MAT 515 JET MANIFOLDS AND JET BUNCHES I 3+07,5Elective
MAT 518 GROUP THEORY I 3+07,5Elective
MAT 519 GENERALISED CLASSICAL MECHANICS AND FIELD THEORY II 3+07,5Elective
MAT 520 JET MANIFOLDS AND JET BUNCHES II 3+07,5Elective
MAT 521 RING THEORY I 3+07,5Elective
MAT 526 APPROXIMATION THEORY OF FUNCTIONS I 3+07,5Elective
MAT 527 APPROXIMATION THEORY OF FUNCTIONS II 3+07,5Elective
MAT 528 OPTIMIZATION METHODS I 3+07,5Elective
MAT 529 OPTIMIZATION METHODS II 3+07,5Elective
MAT 534 DIFFERENTIAL GEOMETRIC METHODS IN ANALITIC MECHANICS I 3+07,5Elective
MAT 535 DIFFERENTIAL GEOMETRIC METHODS IN ANALITIC MECHANICS II 3+07,5Elective
MAT 536 ANALYSIS ON TIME SCALES I 3+07,5Elective
MAT 537 ANALYSIS ON TIME SCALES II 3+07,5Elective
MAT 538 CLASSICAL AND MODERN METHODS ON SUMMABILITY THEORY I 3+07,5Elective
MAT 539 CLASSICAL AND MODERN METHODS ON SUMMABILITY THEORY II 3+07,5Elective
MAT 540 FUNCTIONAL ANALYSIS I 3+07,5Elective
MAT 541 FUNCTIONAL ANALYSIS II 3+07,5Elective
MAT 544 TENSOR GEOMETRY AND APPLICATIONS I 3+07,5Elective
MAT 545 TENSOR GEOMETRY AND APPLICATIONS II 3+07,5Elective
MAT 546 ECONOMICS, GEOMETRY, DYNAMICS I 3+07,5Elective
MAT 547 ECONOMICS, GEOMETRY, DYNAMICS II 3+07,5Elective
MAT 550 STRUCTURAL CHARACTERISTIC OF FUNCTIONS ON COMPLEX PLANE I 3+07,5Elective
MAT 551 STRUCTURAL CHARACTERISTIC OF FUNCTIONS ON COMPLEX PLANE II 3+07,5Elective
MAT 552 POSITIVE SOLUTIONS OF LINEAR OPERATORS I 3+07,5Elective
MAT 553 POSITIVE SOLUTIONS OF LINEAR OPERATORS II 3+07,5Elective
MAT 554 OPERATOR EQUATIONS THEORY I 3+07,5Elective
MAT 555 OPERATOR EQUATIONS THEORY II 3+07,5Elective
MAT 558 APPLIED DIFFERENTIAL GEOMETRY I 3+07,5Elective
MAT 559 APPLIED DIFFERENTIAL GEOMETRY II 3+07,5Elective
MAT 560 DIFFERENTIAL GEOMETRY OF CURVES AND SURFACES I 3+07,5Elective
MAT 561 DIFFERENTIAL GEOMETRY OF CURVES AND SURFACES II 3+07,5Elective
MAT 562 ALGEBRAIC TOPOLOGY I 3+07,5Elective
MAT 563 ALGEBRAIC TOPOLOGY II 3+07,5Elective
MAT 564 SEMI-RIEMANN MANIFOLDS I 3+07,5Elective
MAT 565 SEMI-RIEMANN MANIFOLDS II 3+07,5Elective
MAT 569 NON-COMMUTATIVE RINGS 3+07,5Elective
MAT 570 CATEGORY THEORY 3+07,5Elective
MAT 571 INTRODUCTION TO TOPOLOGY 3+07,5Elective
MAT 572 UNBOUNDED LINEAR OPERATOR THEORY 3+07,5Elective
MAT 573 SPECTRAL THEORY OF LINEAR DIFFERENTIAL OPERATORS 3+07,5Elective
MAT 574 FINITE DIFFERENCE EQUATIONS 3+07,5Elective
MAT 575 FUNCTIONAL EQUATIONS 3+07,5Elective
MAT 576 APPLIED DIFFERENTIAL GEOMETRY-I 3+07,5Elective
MAT 577 APPLIED DIFFERENTIAL GEOMETRY-II 3+07,5Elective
MAT 578 INTRODUCTION TO LORENTZIAN GEOMETRY 3+07,5Elective
MAT 579 LORENTZIAN GEOMETRY 3+07,5Elective
MAT 580 THEORY OF FUNCTIONS OF A REAL VARIABLE 3+07,5Elective
MAT 581 POSITIVE LINEAR OPERATORS 3+07,5Elective
MAT 582 ADVANCED LINEAR ALGEBRA 3+07,5Elective
MAT 585 RECURRENCE RELATIONS, FIBONACCI AND LUCAS NUMBERS 3+07,5Elective
MAT 590 THEORY OF GENERALIZED FUNCTIONS AND APPLICATIONS 3+07,5Elective
MAT 591 ADVANCED THEORY OF DIFFERENTIAL EQUATIONS 3+07,5Elective
MAT 592 AN INTRODUCTION TO NONASSOCIATIVE ALGEBRAS 3+07,5Elective
MAT 593 REPRESENTATIONS OF GROUPS 3+07,5Elective
MAT 594 THE THEORY OF GENERAL RELATIVITY AND INTEGRABLE SYSTEMS 3+07,5Elective
MAT 595 GRAVITATION THEORIES AND COSMOLOGY 3+07,5Elective

2nd Semester Course Plan
Course CodeCourse TitleL+P HourECTSCourse Type
- Elective 3+0 6 Elective
- Elective 3+0 6 Elective
- Elective 3+0 6 Elective
- Elective 3+0 6 Elective
- Elective 3+0 6 Elective
  Total 30  
2nd Semester Elective Groups : Elective
Course CodeCourse TitleL+P HourECTSCourse Type
MAT 501 ADVANCED REGULAR MATRIX MAPPINGS I 3+06Elective
MAT 502 THEORY OF ADVANCED DIVERGENT SERIES II 3+06Elective
MAT 503 THEORY OF ADVANCED DIVERGENT SERIES I 3+06Elective
MAT 504 ADVANCED REGULAR MATRIX MAPPINGS II 3+06Elective
MAT 505 HIGHER DIFFERENTIAL GEOMETRY-I 3+06Elective
MAT 506 HIGHER DIFFERENTIAL GEOMETRY-II 3+06Elective
MAT 507 INTEGRAL EQUATIONS 3+06Elective
MAT 508 NUMERICAL SOLUTIONS OF INTEGRAL EQUATIONS 3+06Elective
MAT 509 SPECIAL FUNCTIONS 3+06Elective
MAT 510 NUMERICAL AND APPROXIMATE METHODS 3+06Elective
MAT 511 GENERALISED CLASSICAL MECHANICS AND FIELD THEORY I 3+06Elective
MAT 512 ADVANCED RINGS THEORY II 3+06Elective
MAT 513 DIFFERENTIABLE MANIFOLDS -I 3+06Elective
MAT 514 DIFFERENTIABLE MANIFOLDS -II 3+06Elective
MAT 515 JET MANIFOLDS AND JET BUNCHES I 3+06Elective
MAT 516 TENSOR ANALYSIS AND APPLICATIONS I 3+06Elective
MAT 517 TENSOR ANALYSIS AND APPLICATIONS II 3+06Elective
MAT 518 GROUP THEORY I 3+06Elective
MAT 519 GENERALISED CLASSICAL MECHANICS AND FIELD THEORY II 3+06Elective
MAT 520 JET MANIFOLDS AND JET BUNCHES II 3+06Elective
MAT 521 RING THEORY I 3+06Elective
MAT 523 APPLICATIONS OF GREEN'S FUNCTIONS II 3+06Elective
MAT 524 FUNDAMENTALS OF BOUNDARY ELEMENT METHOD 3+06Elective
MAT 525 APPLIED PARTIAL DIFFERENTIAL EQUATIONS 3+06Elective
MAT 526 APPROXIMATION THEORY OF FUNCTIONS I 3+06Elective
MAT 527 APPROXIMATION THEORY OF FUNCTIONS II 3+06Elective
MAT 528 OPTIMIZATION METHODS I 3+06Elective
MAT 529 OPTIMIZATION METHODS II 3+06Elective
MAT 534 DIFFERENTIAL GEOMETRIC METHODS IN ANALITIC MECHANICS I 3+06Elective
MAT 535 DIFFERENTIAL GEOMETRIC METHODS IN ANALITIC MECHANICS II 3+06Elective
MAT 536 ANALYSIS ON TIME SCALES I 3+06Elective
MAT 537 ANALYSIS ON TIME SCALES II 3+06Elective
MAT 538 CLASSICAL AND MODERN METHODS ON SUMMABILITY THEORY I 3+06Elective
MAT 539 CLASSICAL AND MODERN METHODS ON SUMMABILITY THEORY II 3+06Elective
MAT 540 FUNCTIONAL ANALYSIS I 3+06Elective
MAT 541 FUNCTIONAL ANALYSIS II 3+06Elective
MAT 544 TENSOR GEOMETRY AND APPLICATIONS I 3+06Elective
MAT 545 TENSOR GEOMETRY AND APPLICATIONS II 3+06Elective
MAT 546 ECONOMICS, GEOMETRY, DYNAMICS I 3+06Elective
MAT 547 ECONOMICS, GEOMETRY, DYNAMICS II 3+06Elective
MAT 550 STRUCTURAL CHARACTERISTIC OF FUNCTIONS ON COMPLEX PLANE I 3+06Elective
MAT 551 STRUCTURAL CHARACTERISTIC OF FUNCTIONS ON COMPLEX PLANE II 3+06Elective
MAT 552 POSITIVE SOLUTIONS OF LINEAR OPERATORS I 3+06Elective
MAT 553 POSITIVE SOLUTIONS OF LINEAR OPERATORS II 3+06Elective
MAT 554 OPERATOR EQUATIONS THEORY I 3+06Elective
MAT 555 OPERATOR EQUATIONS THEORY II 3+06Elective
MAT 558 APPLIED DIFFERENTIAL GEOMETRY I 3+06Elective
MAT 559 APPLIED DIFFERENTIAL GEOMETRY II 3+06Elective
MAT 560 DIFFERENTIAL GEOMETRY OF CURVES AND SURFACES I 3+06Elective
MAT 561 DIFFERENTIAL GEOMETRY OF CURVES AND SURFACES II 3+06Elective
MAT 562 ALGEBRAIC TOPOLOGY I 3+06Elective
MAT 563 ALGEBRAIC TOPOLOGY II 3+06Elective
MAT 564 SEMI-RIEMANN MANIFOLDS I 3+06Elective
MAT 565 SEMI-RIEMANN MANIFOLDS II 3+06Elective
MAT 569 NON-COMMUTATIVE RINGS 3+06Elective
MAT 570 CATEGORY THEORY 3+06Elective
MAT 571 INTRODUCTION TO TOPOLOGY 3+06Elective
MAT 572 UNBOUNDED LINEAR OPERATOR THEORY 3+06Elective
MAT 573 SPECTRAL THEORY OF LINEAR DIFFERENTIAL OPERATORS 3+06Elective
MAT 574 FINITE DIFFERENCE EQUATIONS 3+06Elective
MAT 575 FUNCTIONAL EQUATIONS 3+06Elective
MAT 576 APPLIED DIFFERENTIAL GEOMETRY-I 3+06Elective
MAT 577 APPLIED DIFFERENTIAL GEOMETRY-II 3+06Elective
MAT 578 INTRODUCTION TO LORENTZIAN GEOMETRY 3+06Elective
MAT 579 LORENTZIAN GEOMETRY 3+06Elective
MAT 580 THEORY OF FUNCTIONS OF A REAL VARIABLE 3+06Elective
MAT 581 POSITIVE LINEAR OPERATORS 3+06Elective
MAT 582 ADVANCED LINEAR ALGEBRA 3+06Elective
MAT 585 RECURRENCE RELATIONS, FIBONACCI AND LUCAS NUMBERS 3+06Elective
MAT 590 THEORY OF GENERALIZED FUNCTIONS AND APPLICATIONS 3+06Elective
MAT 591 ADVANCED THEORY OF DIFFERENTIAL EQUATIONS 3+06Elective
MAT 592 AN INTRODUCTION TO NONASSOCIATIVE ALGEBRAS 3+06Elective
MAT 593 REPRESENTATIONS OF GROUPS 3+06Elective
MAT 594 THE THEORY OF GENERAL RELATIVITY AND INTEGRABLE SYSTEMS 3+06Elective
MAT 595 GRAVITATION THEORIES AND COSMOLOGY 3+06Elective

3rd Semester Course Plan
Course CodeCourse TitleL+P HourECTSCourse Type
MAT 602 TERM PROJECT 0+0 30 Compulsory
  Total 30  

4th Semester Course Plan


COURSE & PROGRAM LEARNING OUTCOMES
Year : Compulsory Courses
Contribution to the acquisition of the program learning courses were not found.
Click to add elective courses...
Elective Courses
Contribution to the acquisition of the program learning courses were not found.
L+P: Lecture and Practice
C: Compulsory
E: Elective
PQ: Program Learning Outcomes
TH [5]: Too High
H [4]: High
M [3]: Medium
L [2]: Low
TL [1]: Too Low
None [0]: None
FOE [0]: Field of Education
NQF-HETR : National Qualifications Framework For Higher Education in Turkey
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