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General Description
Programme Director : Not Found  
e-mail : bilender@fef.sdu.edu.tr  
Telephone : +90 246 211 38 10  
Fax : +90 246 237 11 06  
ECTS Coordinator : Not Found  
e-mail : huseyinalbayrak@sdu.edu.tr  
Telephone : +90 246 211 4118  
Fax : +90 246 237 11 06  
Address : Suleyman Demirel University
Institute of Science Graduate School of Natural and Applied Sciences
Mathematics Department , 32260, Isparta, TURKEY
 
General Information : Graduate School of Natural and Applied Sciences of SD University was established in 1993. The basic objective of the graduate school is to organize and conduct Master of Science ( MSc.) and Doctor of Philosophy (Ph.D) graduate programmes in Natural and Applied Sciences and in Mathematics. Within the framework of the graduate school, 36 departments exist under the 5 main groups listed below: The required period to achieve the Master's degree is four semesters. After completing and succeeding the compulsory courses, getting credits and presenting seminars, the candidates for the Master's degree can get at most two more half semesters to complete their thesis. The required period to achieve doctoral degree is eight semesters which can be decreased to six semesters at minimum. The thesis preparation period should not be less than three semesters. The candidates for Doctoral degree can get four more half semesters at most to complete their thesis.
The Master's degree or Doctoral Degree are awarded to students who have successfully completed all courses in the curriculum, prepared a thesis, and succeeded in thesis dissertation.
 
Qualification Awarded : This is a second cycle degree program in the science of Mathematics (120 ECTS).
You will be awarded, on successful completion of the programme and gain competencies, a degree of Masters in Mathematics.
 
Level of Qualification : Second Cycle (Master?s Degree)/ Third Cycle (Doctorate Degree).This is a second cycle degree program in Mathematics (120 ECTS).
You will be awarded, on successful completion of the programme and gain competencies, a degree of Masters in Mathematics.
 
Specific Admission Requirements : Students, willing to enrol in this graduate programme, must comply with the legal and academic requirements to access the studies in The Süleyman Demirel University according to the process established by the YÖK (Higher Education Council) regulations. The detail information about the application (once or sometimes twice a year) and access requirements are released before academic year starts on its web site (www.sdu.edu.tr). Students who have started studies in other universities within or outside of the country may apply for their recognition. The recognition record is unique for each student and therefore the procedure is carried out accordingly before the start of each academic year.
Under an established exchanges program or one approved by the University, exchange students from abroad may be accepted for studies on the courses taught in English. Or, if they are confident in Turkish, they may then enrol in any courses, running in Turkish. For example, Erasmus students from abroad want to spend one term or two terms in a graduate programme at Süleyman Demirel University should apply to International Relation Office.
 
Specific Arrangements for Recognition of Prior Learning (formal, non-formal and informal) :  
Qualification Requirements and Regulations : National qualifications frameworks may contain levels (or intermediate qualifications) within the three Bologna cycles (e.g. a short cycle within the first cycle). These levels allow institutions to structure a particular qualification and regulate progression through the qualification. Qualification Requirements and Regulations are enacted by YÖK (The Council Of Higher Education) in Turkey.  
Profile of The Programme : The programme aims to gain skills to students for accessing information with doing scientific research, evaluating and interpreting knowledge, developing new and original ideas and methods and to prepare students who tends to academic study for doctorate.  
Occupational Profiles of Graduates with Examples : Education field, Researcher in Universities  
Access to Further Studies : Upon a successful completion of the programme, student may continue with doctoral study in the same or similar scientific areas, which may accept students from the science of Mathematics.  
Aims Of Programme : Aim of the programme is bringing up students who have skills for accessing information with doing scientific research, evaluating and interpreting knowledge, developing new and original ideas and methods.  
Examination Regulations, Assessment and Grading : Please see the web page: ?http://akts.sdu.edu.tr/V2/Pages/EctsPage.aspx?.  
Graduation Requirements : In order to gain the degree, a student is required to take minimum 60 ECTS credits lectures (from the graduate course program) and to complete the courses successfully. In addition, the student should carry out a research under the supervision of a lecturer. Having followed the submission of thesis, the student is required to have a verbal examination on his/her work.  
Mode of Study (full-time, part-time, e-learning etc.) : They are specified in each course, please see for the Course Structre for details.  

Program Learning Outcomes
1 Skill for accessing information widely with doing scientific research in areas of Mathematics, and capable of evaluating, interpreting, and applying these information.
2 Capable of doing research in areas of theoretical and applied mathematics.
3 Computer using in mathematics, skills for using Matlab or similar packages.
4 Skill for completing information with scientific methods using limited and missing data.
5 Skill for developing new and original ideas and methods.
6 Skill for defining data and information needed, accessing and evaluating these information in advanced level.
7 Following development in science and technology and skill for modernize herself / himself consistently.
8 Skill for access information and capable of making research, using databases and other information sources.
9 Skill for working in a strict diciplined teams.
10 Sense for necessity of lifetime learning.
11 Comprehension for requirements of Professional and ethical responsibility.
12 Skill for passing on results of her / his studies efficiently using written, spoken, and visual tools.

 

Course Structure&ECTS Credits

-
For Each Student there must be 30 ECTS Credits for each Semester.There must be 60 ECTS Credits for an academic year.

-1.Semester
Course Unit Code Course Unit Title Course Type Credit ECTS Print
01MAT6154
Introduction to Commutative Algebra
Optional 3,00 6,00 Print
01MAT5121
Algebra
Optional 3,00 6,00 Print
01MAT5153
Introduction to Theory of Fuzzy Sets
Optional 3,00 6,00 Print
01MAT6137
Fuzzy Logic and its Applications
Optional 3,00 6,00 Print
01MAT6138
Selected Topics in Set Valued Analysis
Optional 3,00 6,00 Print
01MAT9609
Linear 2-Normed Spaces
Optional 3,00 6,00 Print
01MAT5186
Introduction to Cryptography
Optional 3,00 6,00 Print
01MAT6155
Nonlinear optimization with matlab
Optional 3,00 6,00 Print
01MAT6156
Applied Statistical Analysis
Optional 3,00 6,00 Print
01MAT9610
MODELS IN COOPERATIVE GAME THEORY
Optional 3,00 6,00 Print
01MAT5187
Fractional Differential Equations
Optional 3,00 6,00 Print
Operator Theory and Berezin Symbols
Optional 3,00 6,00 Print
01MAT9613
Differential Equations with Deviating Arguments
Optional 3,00 6,00 Print
01MAT9619
Introduction to BCK-Algebras
Optional 3,00 6,00 Print
01MAT9612
OPERATIONS RESEARCH GAMES
Optional 3,00 6,00 Print
01MAT9620
Number Theory
Optional 3,00 6,00 Print
01MAT6163
Symmetry methods for differential equations
Optional 3,00 6,00 Print
01MAT9621
The Types of Convergence in Topology and Analysis
Optional 3,00 6,00 Print
01MAT6157
An Introduction to Operators on the Hardy-Hilbert Space
Optional 3,00 6,00 Print
01MAT9611
Bounded linear Operators on a Hilbert Space
Optional 3,00 6,00 Print
01MAT5188
Elliptic Curves in Cryptography
Optional 3,00 6,00 Print
01MAT6158
An Introduction to Toplitz and Hankel Operators
Optional 3,00 6,00 Print
01MAT9617
NUMERICAL SOLUTIONS OF ORDINARY DIFFERENTIAL EQUATIONS
Optional 3,00 6,00 Print
Advanced Optimization
Optional 3,00 6,00 Print
01MAT5189
Applications of Finite Fields
Optional 3,00 6,00 Print
01MAT5190
Public Key Cryptography
Optional 3,00 6,00 Print
01MAT9615
INTRODUCTION TO GAME THEORY
Optional 3,00 6,00 Print
01MAT9616
Quantum Integral
Optional 3,00 6,00 Print
01MAT6159
Introduction to Lie Algebras
Optional 3,00 6,00 Print
01MAT9614
Impulsive Differential Equations
Optional 3,00 6,00 Print
01MAT5191
Applications of Finite Fields
Optional 3,00 6,00 Print
01MAT9999
Techniques of Scientific Research and Publication Ethics
Optional 3,00 6,00 Print
01MAT6162
Bifurcation Theory and Its Applications
Optional 3,00 6,00 Print
01MAT6161
Introduction Probabilistic metric space
Optional 3,00 6,00 Print
01MAT9618
Q-Calculus
Optional 3,00 6,00 Print
01MAT6160
Time Series Analysis
Optional 3,00 6,00 Print
Operator Theory in Reproducing Kernel Hilbert Spaces
Optional 3,00 6,00 Print
Noncooperative game theory
Optional 3,00 6,00 Print
     Total ECTS:0  

Total.ECTS(Yearly): 60




1.Semester
Course Unit Code Course Unit Title Course Type Credit ECTS Print
01MAT7501
Seminar I (Master)
Compulsory 0,00 6,00 Print
01MAT7601
Seminar I (Doctorate)
Compulsory 0,00 6,00 Print
01MAT7602
Seminar II (Doctorate)
Compulsory 0,00 6,00 Print
01MAT8501
Thesis (Master)
Compulsory 1,00 24,00 Print
01MAT8601
Thesis (Doctorate)
Compulsory 1,00 24,00 Print
01MAT5101
Topology
Optional 3,00 6,00 Print
01MAT5102
Operational Research
Optional 3,00 6,00 Print
01MAT5107
Divergent Series
Optional 3,00 6,00 Print
01MAT5108
Matrix and Linear Transformations
Optional 3,00 6,00 Print
01MAT5111
Introduction to Differentiable Manifolds
Optional 3,00 6,00 Print
01MAT5112
Differentiable Manifolds
Optional 3,00 6,00 Print
01MAT5117
Introduction to Integral Equations
Optional 3,00 6,00 Print
01MAT5118
Integral Equations
Optional 3,00 6,00 Print
01MAT5119
Advanced Differential Geometry
Optional 3,00 6,00 Print
01MAT5120
Riemannian Manifolds
Optional 3,00 6,00 Print
01MAT5122
Ring Theory
Optional 3,00 6,00 Print
01MAT5123
Introduction to Semi-Riemannian Geometry
Optional 3,00 6,00 Print
01MAT5124
Semi-Riemannian Geometry
Optional 3,00 6,00 Print
01MAT5125
Numerical Analysis
Optional 3,00 6,00 Print
01MAT5126
Mathematical Applications with Computer
Optional 3,00 6,00 Print
01MAT5129
Probability and Statistics
Optional 3,00 6,00 Print
01MAT5130
Banach spaces
Optional 3,00 6,00 Print
01MAT5131
Introduction to Tensor Geometry
Optional 3,00 6,00 Print
01MAT5132
Tensor Geometry
Optional 3,00 6,00 Print
01MAT5133
Submanifolds of Riemannian Manifolds
Optional 3,00 6,00 Print
01MAT5134
Fundamental Differential Geometry
Optional 3,00 6,00 Print
01MAT5137
Introduction to Operators Theory
Optional 3,00 6,00 Print
01MAT5138
Operastors Theory
Optional 3,00 6,00 Print
01MAT5139
Algebraic Topology
Optional 3,00 6,00 Print
01MAT5140
Real and Abstract Analysis
Optional 3,00 6,00 Print
01MAT5141
Matrix Theory
Optional 3,00 6,00 Print
01MAT5142
Eigenvalues and Similarity Transformations
Optional 3,00 6,00 Print
01MAT5145
Optimization Theory
Optional 3,00 6,00 Print
01MAT5146
Global Optimization Techniques
Optional 3,00 6,00 Print
01MAT5147
Complex Integration Theory
Optional 3,00 6,00 Print
01MAT5148
Applied Complex Analysis
Optional 3,00 6,00 Print
01MAT5149
Introduction to Integral and Integro-Differential Equations
Optional 3,00 6,00 Print
01MAT5150
Integral and Integro-Differential Equations
Optional 3,00 6,00 Print
01MAT5151
Introduction to Difference Equations
Optional 3,00 6,00 Print
01MAT5152
Difference Equations
Optional 3,00 6,00 Print
01MAT5154
Metric Spaces of Fuzzy Set
Optional 3,00 6,00 Print
01MAT5155
Neoclassical Analysis
Optional 3,00 6,00 Print
01MAT5156
Measure and Integral
Optional 3,00 6,00 Print
01MAT5157
Perturbation Metods
Optional 3,00 6,00 Print
01MAT5161
Advanced Analysis
Optional 3,00 6,00 Print
01MAT5162
Combinatorics
Optional 3,00 6,00 Print
01MAT5163
Mathematical Statistics
Optional 3,00 6,00 Print
01MAT5164
Advanced Functional Analysis
Optional 3,00 6,00 Print
01MAT5165
Functional Analysis and Applications
Optional 3,00 6,00 Print
01MAT5166
Theory of Differential Equations
Optional 3,00 6,00 Print
01MAT5167
Advanced Differential Equations
Optional 3,00 6,00 Print
01MAT5172
Introduction to Multilinear Algebra
Optional 3,00 6,00 Print
01MAT5173
Multilinear Algebra
Optional 3,00 6,00 Print
01MAT5174
Introduction to Null Geometry
Optional 3,00 6,00 Print
01MAT5175
Null Geometry
Optional 3,00 6,00 Print
01MAT5176
Graph Theory
Optional 3,00 6,00 Print
01MAT5177
Introduction to Riesz Spaces
Optional 3,00 6,00 Print
01MAT5178
Introduction to Operator Theory in Riesz Spaces
Optional 3,00 6,00 Print
01MAT5179
Kinematics of Spherical Motion
Optional 3,00 6,00 Print
01MAT5180
Spatial Kinematics
Optional 3,00 6,00 Print
01MAT5181
Complex Manifolds
Optional 3,00 6,00 Print
01MAT5182
Submanifolds of Kaehlerian Manifolds
Optional 3,00 6,00 Print
01MAT5183
Theory of Dual Numbers
Optional 3,00 6,00 Print
01MAT5184
Motion Geometry
Optional 3,00 6,00 Print
01MAT5185
Probabilistic Methods
Optional 3,00 6,00 Print
01MAT6103
Partial Differential Equations I
Optional 3,00 6,00 Print
01MAT6104
Partial Differential Equations I
Optional 3,00 6,00 Print
01MAT6109
Fibre Bundles-I
Optional 3,00 6,00 Print
01MAT6110
Fibre Bundles-II
Optional 3,00 6,00 Print
01MAT6111
Semi-Riemannian Geometry-I
Optional 3,00 6,00 Print
01MAT6112
Semi-Riemannian Geometry-II
Optional 3,00 6,00 Print
01MAT6113
Tensor Geometry-I
Optional 3,00 6,00 Print
01MAT6114
Tensor Geometry-II
Optional 3,00 6,00 Print
01MAT6115
Infinite Matrices of Operators I
Optional 3,00 6,00 Print
01MAT6116
Infinite Matrices of Operators II
Optional 3,00 6,00 Print
01MAT6119
Spectral Theory of Differential Operators I
Optional 3,00 6,00 Print
01MAT6120
Spectral Theory of Differential Operators II
Optional 3,00 6,00 Print
01MAT6121
Convex Analysis
Optional 3,00 6,00 Print
01MAT6122
Selected Topics in Analysis
Optional 3,00 6,00 Print
01MAT6123
Integral and Integro-Differential Equations I
Optional 3,00 6,00 Print
01MAT6124
Integral and Integro-Differential Equations II
Optional 3,00 6,00 Print
01MAT6125
Summability through functional analysis
Optional 3,00 6,00 Print
01MAT6126
Optimal Control
Optional 3,00 6,00 Print
01MAT6127
Sturm-Liouville Operators I
Optional 3,00 6,00 Print
01MAT6128
Sturm-Liouville Operators II
Optional 3,00 6,00 Print
01MAT6130
Set Valued Analysis
Optional 3,00 6,00 Print
01MAT6133
Numerical Solution of Partial Differential Equations
Optional 3,00 6,00 Print
01MAT6134
Selected Topics in Combinatorics
Optional 3,00 6,00 Print
01MAT6135
Selected Topics in Topology
Optional 3,00 6,00 Print
01MAT6136
Selected Topics in Algebraic Topology
Optional 3,00 6,00 Print
01MAT6139
Introduction to Set Theory
Optional 3,00 6,00 Print
01MAT6140
Set Theory
Optional 3,00 6,00 Print
01MAT6141
Introduction to Probabilistic Metric Spaces
Optional 3,00 6,00 Print
01MAT6142
Probabilistic Metric Spaces
Optional 3,00 6,00 Print
01MAT6143
Topological Methods in Graph Theory
Optional 3,00 6,00 Print
01MAT6144
Homological Algebra
Optional 3,00 6,00 Print
01MAT6147
Random Graphs
Optional 3,00 6,00 Print
01MAT6148
Geometry of Curves and Surfaces with Maple
Optional 3,00 6,00 Print
01MAT6149
Differential Geometry and its Applications
Optional 3,00 6,00 Print
01MAT6150
Theory of Quaternions
Optional 3,00 6,00 Print
01MAT6151
Cayley Numbers and Algebra
Optional 3,00 6,00 Print
01MAT6152
Introduction Of The Basic Fluid Dynamics
Optional 3,00 6,00 Print
01MAT6153
Boundary Integral Methods For Fluid Dynamics
Optional 3,00 6,00 Print
01MAT9501
Specialization Field Course I (Master)
Optional 4,00 6,00 Print
01MAT9502
Specialization Field Course II (Master)
Optional 4,00 6,00 Print
01MAT9503
Specialization Field Course III (Master)
Optional 4,00 6,00 Print
01MAT9504
Specialization Field Course IV (Master)
Optional 4,00 6,00 Print
01MAT9601
Specialization Field Course I (Doctorate)
Optional 4,00 6,00 Print
01MAT9602
Specialization Field Course II (Doctorate)
Optional 4,00 6,00 Print
01MAT9603
Specialization Field Course III (Doctorate)
Optional 4,00 6,00 Print
01MAT9604
Specialization Field Course IV (Doctorate)
Optional 4,00 6,00 Print
01MAT9605
Specialization Field Course V (Doctorate)
Optional 4,00 6,00 Print
01MAT9606
Specialization Field Course VI (Doctorate)
Optional 4,00 6,00 Print
01MAT9607
Specialization Field Course VII (Doctorate)
Optional 4,00 6,00 Print
01MAT9608
Specialization Field Course VIII (Doctorate)
Optional 4,00 6,00 Print
     Total ECTS:66  

Total.ECTS(Yearly): 60




-

-1.Semester
Course Unit Code Course Unit Title Course Type Credit ECTS Print
01MAT6154
Introduction to Commutative Algebra
Optional 3,00 6,00 Print
01MAT5121
Algebra
Optional 3,00 6,00 Print
01MAT5153
Introduction to Theory of Fuzzy Sets
Optional 3,00 6,00 Print
01MAT6137
Fuzzy Logic and its Applications
Optional 3,00 6,00 Print
01MAT6138
Selected Topics in Set Valued Analysis
Optional 3,00 6,00 Print
01MAT9609
Linear 2-Normed Spaces
Optional 3,00 6,00 Print
01MAT5186
Introduction to Cryptography
Optional 3,00 6,00 Print
01MAT6155
Nonlinear optimization with matlab
Optional 3,00 6,00 Print
01MAT6156
Applied Statistical Analysis
Optional 3,00 6,00 Print
01MAT9610
MODELS IN COOPERATIVE GAME THEORY
Optional 3,00 6,00 Print
01MAT5187
Fractional Differential Equations
Optional 3,00 6,00 Print
01MAT9613
Differential Equations with Deviating Arguments
Optional 3,00 6,00 Print
01MAT9619
Introduction to BCK-Algebras
Optional 3,00 6,00 Print
01MAT9612
OPERATIONS RESEARCH GAMES
Optional 3,00 6,00 Print
01MAT9620
Number Theory
Optional 3,00 6,00 Print
01MAT6163
Symmetry methods for differential equations
Optional 3,00 6,00 Print
01MAT9621
The Types of Convergence in Topology and Analysis
Optional 3,00 6,00 Print
01MAT6157
An Introduction to Operators on the Hardy-Hilbert Space
Optional 3,00 6,00 Print
01MAT9611
Bounded linear Operators on a Hilbert Space
Optional 3,00 6,00 Print
01MAT5188
Elliptic Curves in Cryptography
Optional 3,00 6,00 Print
01MAT6158
An Introduction to Toplitz and Hankel Operators
Optional 3,00 6,00 Print
01MAT9617
NUMERICAL SOLUTIONS OF ORDINARY DIFFERENTIAL EQUATIONS
Optional 3,00 6,00 Print
01MAT5189
Applications of Finite Fields
Optional 3,00 6,00 Print
01MAT5190
Public Key Cryptography
Optional 3,00 6,00 Print
01MAT9615
INTRODUCTION TO GAME THEORY
Optional 3,00 6,00 Print
01MAT9616
Quantum Integral
Optional 3,00 6,00 Print
01MAT6159
Introduction to Lie Algebras
Optional 3,00 6,00 Print
01MAT9614
Impulsive Differential Equations
Optional 3,00 6,00 Print
01MAT5191
Applications of Finite Fields
Optional 3,00 6,00 Print
01MAT9999
Techniques of Scientific Research and Publication Ethics
Optional 3,00 6,00 Print
01MAT6162
Bifurcation Theory and Its Applications
Optional 3,00 6,00 Print
01MAT6161
Introduction Probabilistic metric space
Optional 3,00 6,00 Print
01MAT9618
Q-Calculus
Optional 3,00 6,00 Print
01MAT6160
Time Series Analysis
Optional 3,00 6,00 Print
     Total ECTS:0  

Total.ECTS(Yearly): 60




1.Semester
Course Unit Code Course Unit Title Course Type Credit ECTS Print
01MAT7501
Seminar I (Master)
Compulsory 0,00 6,00 Print
01MAT7601
Seminar I (Doctorate)
Compulsory 0,00 6,00 Print
01MAT7602
Seminar II (Doctorate)
Compulsory 0,00 6,00 Print
01MAT8501
Thesis (Master)
Compulsory 1,00 24,00 Print
01MAT8601
Thesis (Doctorate)
Compulsory 1,00 24,00 Print
01MAT5101
Topology
Optional 3,00 6,00 Print
01MAT5102
Operational Research
Optional 3,00 6,00 Print
01MAT5107
Divergent Series
Optional 3,00 6,00 Print
01MAT5108
Matrix and Linear Transformations
Optional 3,00 6,00 Print
01MAT5111
Introduction to Differentiable Manifolds
Optional 3,00 6,00 Print
01MAT5112
Differentiable Manifolds
Optional 3,00 6,00 Print
01MAT5117
Introduction to Integral Equations
Optional 3,00 6,00 Print
01MAT5118
Integral Equations
Optional 3,00 6,00 Print
01MAT5119
Advanced Differential Geometry
Optional 3,00 6,00 Print
01MAT5120
Riemannian Manifolds
Optional 3,00 6,00 Print
01MAT5122
Ring Theory
Optional 3,00 6,00 Print
01MAT5123
Introduction to Semi-Riemannian Geometry
Optional 3,00 6,00 Print
01MAT5124
Semi-Riemannian Geometry
Optional 3,00 6,00 Print
01MAT5125
Numerical Analysis
Optional 3,00 6,00 Print
01MAT5126
Mathematical Applications with Computer
Optional 3,00 6,00 Print
01MAT5129
Probability and Statistics
Optional 3,00 6,00 Print
01MAT5130
Banach spaces
Optional 3,00 6,00 Print
01MAT5131
Introduction to Tensor Geometry
Optional 3,00 6,00 Print
01MAT5132
Tensor Geometry
Optional 3,00 6,00 Print
01MAT5133
Submanifolds of Riemannian Manifolds
Optional 3,00 6,00 Print
01MAT5134
Fundamental Differential Geometry
Optional 3,00 6,00 Print
01MAT5137
Introduction to Operators Theory
Optional 3,00 6,00 Print
01MAT5138
Operastors Theory
Optional 3,00 6,00 Print
01MAT5139
Algebraic Topology
Optional 3,00 6,00 Print
01MAT5140
Real and Abstract Analysis
Optional 3,00 6,00 Print
01MAT5141
Matrix Theory
Optional 3,00 6,00 Print
01MAT5142
Eigenvalues and Similarity Transformations
Optional 3,00 6,00 Print
01MAT5145
Optimization Theory
Optional 3,00 6,00 Print
01MAT5146
Global Optimization Techniques
Optional 3,00 6,00 Print
01MAT5147
Complex Integration Theory
Optional 3,00 6,00 Print
01MAT5148
Applied Complex Analysis
Optional 3,00 6,00 Print
01MAT5149
Introduction to Integral and Integro-Differential Equations
Optional 3,00 6,00 Print
01MAT5150
Integral and Integro-Differential Equations
Optional 3,00 6,00 Print
01MAT5151
Introduction to Difference Equations
Optional 3,00 6,00 Print
01MAT5152
Difference Equations
Optional 3,00 6,00 Print
01MAT5154
Metric Spaces of Fuzzy Set
Optional 3,00 6,00 Print
01MAT5155
Neoclassical Analysis
Optional 3,00 6,00 Print
01MAT5156
Measure and Integral
Optional 3,00 6,00 Print
01MAT5157
Perturbation Metods
Optional 3,00 6,00 Print
01MAT5161
Advanced Analysis
Optional 3,00 6,00 Print
01MAT5162
Combinatorics
Optional 3,00 6,00 Print
01MAT5163
Mathematical Statistics
Optional 3,00 6,00 Print
01MAT5164
Advanced Functional Analysis
Optional 3,00 6,00 Print
01MAT5165
Functional Analysis and Applications
Optional 3,00 6,00 Print
01MAT5166
Theory of Differential Equations
Optional 3,00 6,00