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First Cycle Programmes (Bachelor's Degree)
General Description

Our department, founded in the academic year 1998-1999 as a part of T.R. Karadeniz Techical University Rize Science and Arts Faculty, continued education under Rize University, on the decision of the Council of Ministers dated March 17, 2006 and published in the official newspaper 01.03.2006. to change the name to Recep Tayyip Erdogan University in 2012. The Mathematics Department began an undergraduate program in 2007-2008 with 40 students and these students graduated in 2010-2011. Study in the Mathematics Department consists of a four years bachelor degree, accepting 67 students for day time classes and 67 student for evening classes, making a total of 134 students annually, and with 294 in total student number for the year 2011-2012. Although the language of instruction is Turkish, some elective courses may be offered in English.

Qualification Awarded

Graduates that successfully fulfill all the requirements of the programme will recieve a "Bachelor Degree in Mathematics".

Level of Qualification (Short Cycle , First Cycle , Second Cycle, Third Cycle)

Specific Admission Requirements

Acceptance and registration are carried with high school diploma, SSPC exam result and documents required in the SSPC guide.

Specific Arrangements For Recognition Of Prior Learning (Formal, Non-Formal and Informal)

Recognition of learning(formal) in higher education instutions, transfers between equivalent degree programmes in undergraduate and graduate students of faculties, vocational schools of different higher education instutions or different degree programmes of same higher education institute, regulations of credit transfers in double major and minor is made under the "Regulations of credit transfers in double major, minor and transfers between graduate and undergraduate programmes in higher education institutes" of Board of Higher Education Institutes. Recognition of formal learning has not been started in all programmes of the Recep Tayyip Erdoğan University. However, exemption exams are held at the beginning of each academic year for English and similar courses in the teaching schedules. Students who believe they have the necessary requirements are free to take the exams. Students that pass these exams are exempt from these particular courses.

Qualification Requirements and Regulations

The period of study in the Mathematics Department is 4 years. Students need to successfully complete 240 ECTS credits from compulsory and elective courses in the education programme and have an average of 2.00.

Profile of The Programme

The Department of Mathematics consists of Analysis and Functions Theory, Applied Mathematics, Topology, Algebra and Numbers Theory, and Geometry. The purpose of the Mathematics Department is to teach the analysis and development of principles, methods and systems of mathematics in accordance with the purposes of Turkish National Education and their mutual relations, and to deliver education on the application of the principles and methods in scientific and technological fields. So a good mathematician with a modern level of scientific thinking skills and research capabilities, internalizing the universal and national values besides the practice of his/her profession, respectful to the human rights and ethical values, beneficial to self, family, nation and humanity is aimed at. Besides analysis, abstract mathematics, physics, differential equations, algebra, differentail geometry, real analysis, complex analysis, topology, functional analysis, professional English and computer sciences and programming languages such as Qbasic , Matlab, Visual Basic, Fortran, and Pascal, which maybe required for their future professions.

Occupational Profiles of Graduates With Examples

Mathematics has a broad application since it is closely related to physics, biology, social sciences and economics. Graduates have a wide range of work opportunities in the public and private sectors. Graduates may work as mathematics teachers in secondary education institutions and courses if they graduate from a secondary education teaching certificate programme. Graduates may also work as a teacher in the fields of statistics, astronomy and space sciences if they are seen as suitably qualified by the department. Some mathematicians work in public institutions, DİE, MTA, TEK, DSİ, some work in private institutions as computer programmer, controller, actuarial specialist and auditor. Today, many mathematicians work in the banking sector. A successful university graduate is often appointed to Lecturer and Research Assistant position.

Access to Further Studies

Candidates that have successfully completed their Bachelor Degree, have acquired a valid score in ALES and langauage exams, can continue study in their choosen fields.

Examination Regulations, Assessment and Grading

Testing, measurement and evaluation, are made ​​in accordance with Recep Tayyip Erdogan University "Undergraduate and Graduate Education Examination Regulations".

Graduation Requirements

Graduation requirements as described in the section "Qualification Requirements and Regulations".

Mode of Study (Full-Time, Part-Time, E-Learning )


Address, Programme Director or Equivalent

Head of Department: Assoc. Prof. Dr. Rusen YILMAZ Tel: +90 464 223 6126 Ext: 1883-1807 Fax: 0464 223 4019 E-mail: rusen.yilmaz @ Deputy Head of Department: Assoc. Prof. Dr. Kadir KUTLU Tel: +90 464 223 6126 ext: 1806 Fax: 0464 223 4019 E-mail: kadir.kutlu @ Deputy Head of Department: Asst. Prof. Dr. Ümit DENİZ Tel: +90 464 223 6126 ext: 1809 Fax: 0464 223 4019 E-mail: umit.deniz @ Section Erasmus / ECTS Coordinator: Asst. Prof. Dr. Yavuz KESİCİOĞLU Tel: +90 464 223 61 26 Ext: 1760 Fax: 0464 223 4019 E-mail: yavuz.kesicioglu @   Department Secretary: Serhat Kaldırım Tel: +90 464 223 62 26 Ext: 1806 Fax: 0464 223 4019 E-mail:


The Mathematics Department, first opened in Engindere, in a building constructed as an apprentice training center and continued education there until 15.07.2002, when the department to the present day Zihni Derin Campus, and into the newly built Faculty of Science of the now Recep Tayyip Erdogan University. Today the Mathematics Department, has advanced facilities with its modern classrooms and computer labs. Students are able to work part-time in the department. A total of 20 administrative staff including 1 professor, 2 associative professors, 3 assistant professors, 11 research assistant and 3 lecturers work in the department. The Department consists of 18 offices, 2 amphitheatres, 2 multimedia rooms, 2 postgraduate classrooms, 1 meeting room, 1 management office and 1 student affairs office. 1 canteen, 1 dining room, 1 fitness room, free wireless internet, 1 study hall, 1 tennis court, 1 football pitch, 1 gym and 1 library providing students with opportunities to develop socially and culturally.

Key Learning Outcomes
Key Programme Learning Outcomes - NQF for HE in Turkey
TYYÇProgram Çıktıları
Course Structure Diagram with Credits
T : Theoretical P: Practice L : Laboratory
1. Semester
Course Unit CodeCourse Unit TitleType of CourseTPLECTSMufredatID
MAT131Abstract Mathematics ICompulsory4000363
MAT131Abstract Mathematics ICompulsory4000599
MAT135Analysis ICompulsory3200363
MAT125Analysis-I Compulsory4200599
MAT133Analytic Geometry ICompulsory2200599
MAT133Analytic Geometry ICompulsory2200363
ATA101Atatürk Principles and Revolution History -ICompulsory2000363
ATA101Atatürk Principles and Revolution History -ICompulsory2000599
ENF161Basic Information TechnologiesCompulsory2000363
YBD109Foreign Language ICompulsory2000599
YBD103Foreign Language-ICompulsory3000363
FZK131General PhysicsCompulsory3000363
FZK125General Physics -I Compulsory2000599
TDL101Turkish Language - ICompulsory2000599
TDL101Turkish Language - ICompulsory2000363
2. Semester
Course Unit CodeCourse Unit TitleType of CourseTPLECTSMufredatID
MAT108 Computer ScienceCompulsory2200363
MAT132Abstract Mathematics IICompulsory4000363
MAT132Abstract Mathematics IICompulsory4000599
MAT136Analysis IICompulsory3200363
MAT140Analysis-II Compulsory4200599
MAT134Analytic Geometry IICompulsory2200599
MAT134Analytic Geometry IICompulsory2200363
ATA102Atatürk Principles and Revolution History -IICompulsory2000363
ATA102Atatürk Principles and Revolution History -IICompulsory2000599
YBD110Foreign Language IICompulsory2000599
YBD104Foreign Language-IICompulsory3000363
FZK126General Physics-II Compulsory2000599
TDL102Turkish Language-IICompulsory2000599
TDL102Turkish Language-IICompulsory2000363
3. Semester
Course Unit CodeCourse Unit TitleType of CourseTPLECTSMufredatID
MAT217Abstract Algebra ICompulsory4000363
MAT217Abstract Algebra ICompulsory4000599
MAT211Analysis IIICompulsory3200363
MAT225Analysis-III Compulsory4200599
MAT215Differential Equation ICompulsory2200599
MAT215Differential Equation ICompulsory2200363
SECMAT01Elective Course Group 01Elective3000599
MAT213Linear Algebra ICompulsory2200363
MAT213Linear Algebra ICompulsory2200599
MAT209Vocational English ICompulsory2000363
4. Semester
Course Unit CodeCourse Unit TitleType of CourseTPLECTSMufredatID
MAT218Abstract Algebra IICompulsory4000363
MAT218Abstract Algebra IICompulsory4000599
MAT230Analysis-IV Compulsory4200599
MAT216Differential Equation IICompulsory2200599
MAT216Differential Equation IICompulsory2200363
SECMAT02Elective Course Group 02Elective3000599
MAT214Linear Algebra IICompulsory2200363
MAT214Linear Algebra IICompulsory2200599
MAT210Vocational English IICompulsory2000363
5. Semester
Course Unit CodeCourse Unit TitleType of CourseTPLECTSMufredatID
MAT305Diferansiyel GeometriCompulsory4000599
MAT311Differential Geometry ICompulsory4000363
MAT307General Topology ICompulsory4000363
MAT307General Topology ICompulsory4000599
MAT309Tehory of Complex Functions ICompulsory2200599
MAT309Tehory of Complex Functions ICompulsory2200363
6. Semester
Course Unit CodeCourse Unit TitleType of CourseTPLECTSMufredatID
MAT308General Topology IICompulsory4000363
MAT308General Topology IICompulsory4000599
MAT312Numerical AnalysisCompulsory4000599
MAT312Numerical AnalysisCompulsory4000363
MAT310Tehory of Complex Functions IICompulsory2200363
MAT310Tehory of Complex Functions IICompulsory2200599
7. Semester
Course Unit CodeCourse Unit TitleType of CourseTPLECTSMufredatID
MAT405Real AnalysisCompulsory4000363
MAT405Real AnalysisCompulsory4000599
8. Semester
Course Unit CodeCourse Unit TitleType of CourseTPLECTSMufredatID
MAT406Functional AnalysisCompulsory4000599
MAT406Functional AnalysisCompulsory4000363
Elective Courses Group
Elective Course Group 01
Course Unit CodeCourse Unit TitleType of CourseTPLECTSMufredatID
MAT223Mathematical SoftwaresCompulsory3000599
MAT227Vocational English-I Compulsory3000599
MAT229Basic Information Technologies Compulsory3000599
Course Unit CodeCourse Unit TitleType of CourseTPLECTSMufredatID
MAT219Metric Spaces ICompulsory3000363
MAT223Mathematical SoftwaresCompulsory3000363
Elective Course Group 02
Course Unit CodeCourse Unit TitleType of CourseTPLECTSMufredatID
MAT222History of MathematicsCompulsory3000599
MAT224LATEX 2eCompulsory3000599
MAT232Vocational English-II Compulsory3000599
MAT234Computer Science Compulsory3000599
Course Unit CodeCourse Unit TitleType of CourseTPLECTSMufredatID
MAT220Metric Spaces IICompulsory3000363
MAT222History of MathematicsCompulsory3000363
MAT224LATEX 2eCompulsory3000363
Course Unit CodeCourse Unit TitleType of CourseTPLECTSMufredatID
MAT313Vocational English IIICompulsory3000599
MAT315Introduction to Lattice TheoryCompulsory3000599
MAT317Symbolic Analysis with MatlabCompulsory3000599
MAT321Matrix Analysis and Its ApplicationsCompulsory3000599
MAT323Partial Differential EquationsCompulsory3000599
MAT325Grup Teorisinden Seçme KonularCompulsory3000599
MAT327Dual Numbersand Theory of Quaternions Compulsory3000599
MAT329Encoding and EncryptionCompulsory3000599
MAT331Field Extensions Compulsory3000599
MAT333Discrete Groups Compulsory3000599
Course Unit CodeCourse Unit TitleType of CourseTPLECTSMufredatID
MAT313Vocational English IIICompulsory3000363
MAT315Introduction to Lattice TheoryCompulsory3000363
MAT317Symbolic Analysis with MatlabCompulsory3000363
MAT319Number Thoery ICompulsory3000363
MAT321Matrix Analysis and Its ApplicationsCompulsory3000363
MAT323Partial Differential EquationsCompulsory3000363
MAT325Grup Teorisinden Seçme KonularCompulsory3000363
Course Unit CodeCourse Unit TitleType of CourseTPLECTSMufredatID
MAT314Vocational English IVCompulsory3000599
MAT320Linear Dynamic SystemsCompulsory3000599
MAT322Fourier AnalysisCompulsory3000599
MAT324Linear ProgrammingCompulsory3000599
MAT326Sayılar TeorisiCompulsory3000599
MAT328Analytical Number Theory Compulsory3000599
MAT330Transformations and Geometries Compulsory3000599
MAT332Selective Topics from Differential Geometry Compulsory3000599
MAT334Game Theory Compulsory3000599
MAT336Introduction to Cryptology Compulsory3000599
Course Unit CodeCourse Unit TitleType of CourseTPLECTSMufredatID
MAT314Vocational English IVCompulsory3000363
MAT316Number Theory IICompulsory3000363
MAT318Encoding and EncryptionCompulsory3000363
MAT320Linear Dynamic SystemsCompulsory3000363
MAT322Fourier AnalysisCompulsory3000363
MAT324Linear ProgrammingCompulsory3000363
Course Unit CodeCourse Unit TitleType of CourseTPLECTSMufredatID
MAT411Topological GroupsCompulsory3000599
MAT413Selective Topics of TopologyCompulsory3000599
MAT415Numerical Solutions of Differential EquationsCompulsory3000599
MAT417Introduction to Fuzzy MathematicsCompulsory3000599
MAT419Selective Topics of Complex AnalysisCompulsory3000599
MAT421Integral EquationsCompulsory3000599
MAT423Vocational English VCompulsory3000599
MAT425Set TheoryCompulsory3000599
MAT427Introduction to Applied MathematicsCompulsory3000599
MAT433Introduction to Algebraic Number Theory Compulsory3000599
MAT435Metric Spaces Compulsory3000599
Course Unit CodeCourse Unit TitleType of CourseTPLECTSMufredatID
MAT409Vector LatticesCompulsory3000363
MAT411Topological GroupsCompulsory3000363
MAT413Selective Topics of TopologyCompulsory3000363
MAT415Numerical Solutions of Differential EquationsCompulsory3000363
MAT417Introduction to Fuzzy MathematicsCompulsory3000363
MAT419Selective Topics of Complex AnalysisCompulsory3000363
MAT421Integral EquationsCompulsory3000363
MAT423Vocational English VCompulsory3000363
MAT425Set TheoryCompulsory3000363
MAT427Introduction to Applied MathematicsCompulsory3000363
MAT429Discrete GroupsCompulsory3000363
MAT431Cisim GenişlemeleriCompulsory3000363
Course Unit CodeCourse Unit TitleType of CourseTPLECTSMufredatID
MAT412Numerical Analysis MethodsCompulsory3000599
MAT414Topological Vector SpacesCompulsory3000599
MAT416Matlab ApplicationsCompulsory3000599
MAT422Vocational English VICompulsory3000599
MAT424Industrial MathematicsCompulsory3000599
MAT426Mathematical ModellingCompulsory3000599
MAT430Modul TheoryCompulsory3000599
MAT432Algebraic TopologyCompulsory3000599
MAT434Fuzzy Topology Compulsory3000599
MAT436Regular Functions Compulsory3000599
MAT438Introduction to Lattice Algebras Compulsory3000599
Course Unit CodeCourse Unit TitleType of CourseTPLECTSMufredatID
MAT410Lattice AlgebraCompulsory3000363
MAT412Numerical Analysis MethodsCompulsory3000363
MAT414Topological Vector SpacesCompulsory3000363
MAT416Matlab ApplicationsCompulsory3000363
MAT418Game TheoryCompulsory3000363
MAT420Introduction to CryptologyCompulsory3000363
MAT422Vocational English VICompulsory3000363
MAT424Industrial MathematicsCompulsory3000363
MAT426Mathematical ModellingCompulsory3000363
MAT428Selective Topics of Differential GeometryCompulsory3000363
MAT430Modul TheoryCompulsory3000363
MAT432Algebraic TopologyCompulsory3000363