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    (Doctorate Degree)
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    (Master's Degree)
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    (Bachelor's Degree)
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    (Associate's Degree)
 
Second Cycle Programmes (Master's Degree)

INSTITUTE OF GRADUATE PROGRAMS - MATHEMATICS (M.A.) (WITH THESIS) - MASTER'S DEGREE



General Description
History
The graduate program of the Department of Mathematics was opened in Bozok University Graduate School of Natural and Applied Sciences in 2009-2010 academic year.
Qualification Awarded
Master's Degree
Level of Qualification (Short Cycle , First Cycle , Second Cycle, Third Cycle)
Second Cycle
Specific Admission Requirements
Principles Regarding Application to Programs, Student Admission and Registration are stated in Yozgat Bozok University Graduate Education and Examination Regulations. Yozgat Bozok University Graduate Education and Examination Regulations can be accessed at https://www.resmigazete.gov.tr/eskiler/2022/06/20220613-4.htm.
Specific Arrangements For Recognition Of Prior Learning (Formal, Non-Formal and Informal)
The courses to be taken and exempted by the student whose transfer is finalized are determined by the decision of the Department Board, the proposal of the Head of the Department and the decision of the Institute Administrative Board.
Qualification Requirements and Regulations
A master's program with thesis consists of a total of at least 120 ECTS credits, including at least eight courses including seminar courses, thesis study and specialization courses, provided that an education period is not less than 60 ECTS credits.
Profile of The Programme
There are 6 disciplines within the Department: Analysis and Function Theory, Algebra and Number Theory, Geometry, Fundamentals of Mathematics and Logic, Topology and Applied Mathematics. The mission of the Department of Mathematics is to train qualified researchers who adopt a scientific approach, care about ethical values, have analytical thinking, have the potential to conduct research at national and international level, can produce solutions, use their knowledge and skills for the benefit of humanity, participatory, innovative, self-confident. The vision of the Department of Mathematics is to be an innovative and dynamic department that is recognized nationally and internationally with its qualified education and research activities, contributes to the scientific development of the country, aims for quality-oriented development, is reliable, has a voice in its field, adheres to scientific and ethical values.
Occupational Profiles of Graduates With Examples
Mathematicians can work as instructors in higher education institutions or as teachers in secondary education institutions. In addition to these, they can work as computer programmers in public or private organizations such as DIE, MTA, TEK, DSİ. In addition, mathematicians are needed in the fields of information processing, statistics, business-trade, social and basic sciences research.
Access to Further Studies
Students holding a Master's degree are eligible to apply for admission to Phd degree programs if they satisfy all application requirements.
Examination Regulations, Assessment and Grading
Each course is assessed via a mid-term exam and a final exam with contributions of 40% and 60%, respectively. Those students who take one of the grades AA,AB, BA, BB, BC or CB pass.
Graduation Requirements
Students who are successful in at least 7 courses (120 ECTS), seminars, specialization courses and thesis studies are entitled to graduate.
Mode of Study (Full-Time, Part-Time, E-Learning )
Full-Time
Address, Programme Director or Equivalent
Yozgat Bozok University, Graduate School of Education, Bilal Şahin Campus, Atatürk Road 7th Kilometer 66100, Yozgat Tel: 0354 242 1032 Fax: 0354 242 1056 E-Posta:lee@bozok.edu.tr Head of Department : Prof. Dr. Murat BABAARSLAN Tel: 0 354 242 10 21/2580-2570, ECTS/DS Coordinator : Prof. Dr. Yusuf PANDIR Tel: 0 354 242 10 21 / 2575
Facilities
There are 4 classrooms in our Department. At the same time, there is a Faculty Student Computer Laboratory, which is 80 m2 in size and has 40 highly equipped computers that can be used by the students of the Department. In addition, there is a projection device in two classrooms and a computer laboratory of the Department. There are a total of 784 books in the library of our university related to our Department.

Key Learning Outcomes




Course Structure Diagram with Credits
1. Semester
No Course Unit Code Course Unit Title Type of Course ECTS
2. Semester
No Course Unit Code Course Unit Title Type of Course ECTS
3. Semester
No Course Unit Code Course Unit Title Type of Course ECTS
4. Semester
No Course Unit Code Course Unit Title Type of Course ECTS
No Course Unit Code Course Unit Title Type of Course ECTS
SEÇMELİ DERS GRUBU I
No Course Unit Code Course Unit Title Type of Course ECTS
1 MAT501 ALGEBRA Elective 6
2 MAT502 ALGEBRA II Elective 6
3 MAT503 NEAR RING THEORY Elective 6
4 MAT504 NEAR RING THEORY II Elective 6
5 MAT505 GROUP THEORY Elective 6
6 MAT506 GROUP THEORY II Elective 6
7 MAT507 ADVANCED CALCULUS Elective 6
8 MAT508 ADVANCED CALCULUS II Elective 6
9 MAT509 MEASURE THEORY Elective 6
10 MAT510 MEASURE THEORY II Elective 6
11 MAT511 COMPLEX ANALYSIS Elective 6
12 MAT512 COMPLEX ANALYZE II Elective 6
13 MAT513 THE ELEMENTS OF GROUP THEORY AND THE THEORY OF OPERATORS IN SEMI-GROUPS Elective 6
14 MAT514 ELEMENTS OF GROUP THEORY AND SEMI GROUP THEORY OF OPERATORS II Elective 6
15 MAT515 APPLICABLE FUNCTIONAL ANALYSIS Elective 6
16 MAT516 APPLICABLE FUNCTIONAL ANALYSIS II Elective 6
17 MAT517 VARIATION CALCULUS AND PREFACE OF AUTOMATIC CONTR0L Elective 6
18 MAT518 VARIATION CALCULATE AND PREFACE TO AUTOMATIC CONTOL II Elective 6
19 MAT519 COMPLETE FUNCTIONS THEORY AND APPLICATIONS Elective 6
20 MAT520 COMPLETE FUNCTIONS THEORY AND APPLICATIONS II Elective 6
21 MAT521 THE PREFACE TO CONTROL OF FINITE DIMENSIONAL LINEAR OBJECTS Elective 6
22 MAT522 THE PREFACE TO CONTROL OF FINITE DIMENSIONAL LINEAR OBJECTS II Elective 6
23 MAT523 THE CONTROLLING METHODS OF SEPERATED PARAMETRIC SYSTEMS Elective 6
24 MAT524 THE CONTROLLING METHODS OF SEPERATED PARAMETRIC SYSTEMS II Elective 6
25 MAT525 ELEMANTARY DIFFERANTIAL GEOMETRY I Elective 6
26 MAT526 ELEMANTARY DIFFERANTIAL GEOMETRY II Elective 6
27 MAT527 TRANSFORMATIONS AND GEOMETRIES IN SPACES OF HIGHER DIMENSION Elective 6
28 MAT528 TRANSFORMATIONS AND GEOMETRIES IN SPACES OF HIGHER DIMENSION II Elective 6
29 MAT529 ADVANCED GEOMETRY I Elective 6
30 MAT530 ADVANCED GEOMETRY II Elective 6
31 MAT531 SOFT SETS I Elective 6
32 MAT532 SOFT SETS II Elective 6
33 MAT533 MOTION GEOMETRY I Elective 6
34 MAT534 MOTION GEOMETRY II Elective 6
35 MAT535 SYMBOLIC COMPUTATION I Elective 6
36 MAT536 SYMBOLİC COMPUTATION II Elective 6
37 MAT537 LİNEAR INTEGRAL EQUATIONS I Elective 6
38 MAT538 LİNEAR İNTEGRAL EQUATIONS II Elective 6
39 MAT539 DİFFERANTİAL EQUATİONS THEORY-I Elective 6
40 MAT540 DİFFERANTİAL EQUATİONS THEORY-II Elective 6
41 MAT541 ADVANCED NUMERİCAL ANALYSİS-I Elective 6
42 MAT542 ADVANCED NUMERİCAL ANALYSİS-II Elective 6
43 MAT543 DİFFERENCE EQUATİONS-I Elective 6
44 MAT544 DİFFERENCE EQUATİONS-II Elective 6
45 MAT545 INTRODUCTION TO TOPOLOGY-I Elective 6
46 MAT546 INTRODUCTION TO TOPOLOGY-II Elective 6
47 MAT547 TOPOLOGİCAL GROUPS-I Elective 6
48 MAT548 TOPLOGICAL GROUPS-II Elective 6
49 MAT549 LİNEER OLMAYAN DİFERANSİYEL DENKLEMLER I Elective 6
50 MAT550 LİNEER OLMAYAN DİFERANSİYEL DENKLEMLER II Elective 6
51 MAT551 SONLU ELEMANLAR METODU VE UYGULAMALARI I Elective 6
52 MAT552 SONLU ELEMANLAR METODU VE UYGULAMALARI II Elective 6
53 MAT555 YARI-RİEMANN GEOMETRİ I Elective 6
54 MAT557 DIFFERENTIAL GEOMETRY OF CURVES AND SURFACES I Elective 6
55 MAT558 DIFFERENTIAL GEOMETRY OF CURVES AND SURFACES II Elective 6
56 MAT563 FİBONACCİ SAYILARI VE UYGULAMALARI I Elective 6
57 MAT564 FİBONACCİ SAYILARI VE UYGULAMALARI II Elective 6
58 MAT565 REEL ANALİZ I Elective 6
59 MAT566 REEL ANALİZ II Elective 6
60 MAT567 FOURİER ANALİZİ Elective 6
61 MAT568 DALGACIK TEORİSİ Elective 6
62 MAT569 SABİT NOKTA TEORİSİ Elective 6
63 MAT570 IRAKSAK SERİLER Elective 6
64 MAT571 DİZİ UZAYLARI VE MATRİS DÖNÜŞÜMLERİ I Elective 6
65 MAT572 DİZİ UZAYLARI VE MATRİS DÖNÜŞÜMLERİ II Elective 6
66 MAT573 INTRODUCTION TO SEMI-RIEMANN GEOMETRY I Elective 6
67 MAT574 INTRODUCTION TO SEMI-RIEMANN GEOMETRY II Elective 6
68 MAT575 BULANIK KÜME TEORİSİ I Elective 6
69 MAT576 FUZZY CLUSTER THEORY II Elective 6
70 MAT577 ÇOK LİNEER CEBİR I Elective 6
71 MAT578 ÇOK LİNEER CEBİR II Elective 6
72 MAT579 MATRİS ANALİZİ I Elective 6
73 MAT580 MATRİS ANALİZİ II Elective 6
74 MAT581 KATEGORİ TEORİSİ I Elective 6
75 MAT582 KATEGORİ TEORİSİ II Elective 6
76 MAT583 LİNEER SİSTEMLERİN KARARLILIĞI Elective 6
No Course Unit Code Course Unit Title Type of Course ECTS
SEÇMELİ DERS GRUBU II
No Course Unit Code Course Unit Title Type of Course ECTS
1 MAT501 ALGEBRA Elective 6
2 MAT502 ALGEBRA II Elective 6
3 MAT503 NEAR RING THEORY Elective 6
4 MAT504 NEAR RING THEORY II Elective 6
5 MAT505 GROUP THEORY Elective 6
6 MAT506 GROUP THEORY II Elective 6
7 MAT507 ADVANCED CALCULUS Elective 6
8 MAT508 ADVANCED CALCULUS II Elective 6
9 MAT509 MEASURE THEORY Elective 6
10 MAT510 MEASURE THEORY II Elective 6
11 MAT511 COMPLEX ANALYSIS Elective 6
12 MAT512 COMPLEX ANALYZE II Elective 6
13 MAT513 THE ELEMENTS OF GROUP THEORY AND THE THEORY OF OPERATORS IN SEMI-GROUPS Elective 6
14 MAT514 ELEMENTS OF GROUP THEORY AND SEMI GROUP THEORY OF OPERATORS II Elective 6
15 MAT515 APPLICABLE FUNCTIONAL ANALYSIS Elective 6
16 MAT516 APPLICABLE FUNCTIONAL ANALYSIS II Elective 6
17 MAT517 VARIATION CALCULUS AND PREFACE OF AUTOMATIC CONTR0L Elective 6
18 MAT518 VARIATION CALCULATE AND PREFACE TO AUTOMATIC CONTOL II Elective 6
19 MAT519 COMPLETE FUNCTIONS THEORY AND APPLICATIONS Elective 6
20 MAT520 COMPLETE FUNCTIONS THEORY AND APPLICATIONS II Elective 6
21 MAT521 THE PREFACE TO CONTROL OF FINITE DIMENSIONAL LINEAR OBJECTS Elective 6
22 MAT522 THE PREFACE TO CONTROL OF FINITE DIMENSIONAL LINEAR OBJECTS II Elective 6
23 MAT523 THE CONTROLLING METHODS OF SEPERATED PARAMETRIC SYSTEMS Elective 6
24 MAT524 THE CONTROLLING METHODS OF SEPERATED PARAMETRIC SYSTEMS II Elective 6
25 MAT525 ELEMANTARY DIFFERANTIAL GEOMETRY I Elective 6
26 MAT526 ELEMANTARY DIFFERANTIAL GEOMETRY II Elective 6
27 MAT527 TRANSFORMATIONS AND GEOMETRIES IN SPACES OF HIGHER DIMENSION Elective 6
28 MAT528 TRANSFORMATIONS AND GEOMETRIES IN SPACES OF HIGHER DIMENSION II Elective 6
29 MAT529 ADVANCED GEOMETRY I Elective 6
30 MAT530 ADVANCED GEOMETRY II Elective 6
31 MAT531 SOFT SETS I Elective 6
32 MAT532 SOFT SETS II Elective 6
33 MAT533 MOTION GEOMETRY I Elective 6
34 MAT534 MOTION GEOMETRY II Elective 6
35 MAT535 SYMBOLIC COMPUTATION I Elective 6
36 MAT536 SYMBOLİC COMPUTATION II Elective 6
37 MAT537 LİNEAR INTEGRAL EQUATIONS I Elective 6
38 MAT538 LİNEAR İNTEGRAL EQUATIONS II Elective 6
39 MAT539 DİFFERANTİAL EQUATİONS THEORY-I Elective 6
40 MAT540 DİFFERANTİAL EQUATİONS THEORY-II Elective 6
41 MAT541 ADVANCED NUMERİCAL ANALYSİS-I Elective 6
42 MAT542 ADVANCED NUMERİCAL ANALYSİS-II Elective 6
43 MAT543 DİFFERENCE EQUATİONS-I Elective 6
44 MAT544 DİFFERENCE EQUATİONS-II Elective 6
45 MAT545 INTRODUCTION TO TOPOLOGY-I Elective 6
46 MAT546 INTRODUCTION TO TOPOLOGY-II Elective 6
47 MAT547 TOPOLOGİCAL GROUPS-I Elective 6
48 MAT548 TOPLOGICAL GROUPS-II Elective 6
49 MAT549 LİNEER OLMAYAN DİFERANSİYEL DENKLEMLER I Elective 6
50 MAT550 LİNEER OLMAYAN DİFERANSİYEL DENKLEMLER II Elective 6
51 MAT551 SONLU ELEMANLAR METODU VE UYGULAMALARI I Elective 6
52 MAT552 SONLU ELEMANLAR METODU VE UYGULAMALARI II Elective 6
53 MAT557 DIFFERENTIAL GEOMETRY OF CURVES AND SURFACES I Elective 6
54 MAT558 DIFFERENTIAL GEOMETRY OF CURVES AND SURFACES II Elective 6
55 MAT563 FİBONACCİ SAYILARI VE UYGULAMALARI I Elective 6
56 MAT564 FİBONACCİ SAYILARI VE UYGULAMALARI II Elective 6
57 MAT565 REEL ANALİZ I Elective 6
58 MAT566 REEL ANALİZ II Elective 6
59 MAT567 FOURİER ANALİZİ Elective 6
60 MAT568 DALGACIK TEORİSİ Elective 6
61 MAT569 SABİT NOKTA TEORİSİ Elective 6
62 MAT570 IRAKSAK SERİLER Elective 6
63 MAT571 DİZİ UZAYLARI VE MATRİS DÖNÜŞÜMLERİ I Elective 6
64 MAT572 DİZİ UZAYLARI VE MATRİS DÖNÜŞÜMLERİ II Elective 6
65 MAT573 INTRODUCTION TO SEMI-RIEMANN GEOMETRY I Elective 6
66 MAT574 INTRODUCTION TO SEMI-RIEMANN GEOMETRY II Elective 6
67 MAT575 BULANIK KÜME TEORİSİ I Elective 6
68 MAT576 FUZZY CLUSTER THEORY II Elective 6
69 MAT577 ÇOK LİNEER CEBİR I Elective 6
70 MAT578 ÇOK LİNEER CEBİR II Elective 6
71 MAT579 MATRİS ANALİZİ I Elective 6
72 MAT580 MATRİS ANALİZİ II Elective 6
73 MAT581 KATEGORİ TEORİSİ I Elective 6
74 MAT582 KATEGORİ TEORİSİ II Elective 6
75 MAT583 LİNEER SİSTEMLERİN KARARLILIĞI Elective 6
 
Yozgat Bozok University, Yozgat / TURKEY • Tel  (pbx): +90 354 217 86 01 • e-mail: uo@bozok.edu.tr