2013 and later - Department of Mathematics | İzmir University of Economics

FACULTY OF ARTS AND SCIENCES

Department of Mathematics

Course Structure Diagram with Credits

To see the course details (such as objectives, learning outcomes, content, assessment and ECTS workload), click the relevant Course Code given in the table below.

1. Year Fall Semester
Code Pre. Course Name Theory App/Lab Local Credits ECTS
ENG 101 Academic Skills in English I 2 2 3 3
IUE 100 Academic and Social Orientation 0 2 1 1
MATH 103 Fundamentals of Mathematics 3 0 3 6
MATH 109 Calculus I 2 2 3 6
POOL 003 GEC-Social Sciences A: Economics 3 0 3 6
SFL 1013 Second Foreign Languages I 2 2 3 4
TURK 100 Turkish 4 0 4 4
Total : 30
1. Year Spring Semester
Code Pre. Course Name Theory App/Lab Local Credits ECTS
ENG 102 Academic Skills in English II 2 2 3 4
HIST 100 Principles of Atatürk and History of Revolution 4 0 4 4
MATH 110 On kosul Calculus II 2 2 3 6
MATH 205 Analytic Geometry 3 0 3 6
POOL 002 GEC-Natural and Life Sciences 3 0 3 6
SFL 1024 Second Foreign Languages II 2 2 3 4
Total : 30
2. Year Fall Semester
Code Pre. Course Name Theory App/Lab Local Credits ECTS
ELEC 001 Elective Course I 0 0 3 4
MATH 105 Linear Algebra I 3 0 3 6
MATH 201 Advanced Calculus I 2 2 3 5
MATH 203 Introduction to Probability Theory I 2 2 3 6
MATH 207 Introduction to Differential Equations I 2 2 3 5
SFL 201 Second Foreign Languages III 2 2 3 4
Total : 30
2. Year Spring Semester
Code Pre. Course Name Theory App/Lab Local Credits ECTS
ELEC 002 Elective Course II 0 0 3 4
MATH 106 On kosul Linear Algebra II 3 0 3 6
MATH 202 On kosul Advanced Calculus II 2 2 3 5
MATH 204 On kosul Introduction to Probability Theory II 2 2 3 6
MATH 208 On kosul Introduction to Differential Equations II 2 2 3 5
SFL 202 Second Foreign Languages IV 2 2 3 4
Total : 30
3. Year Fall Semester
Code Pre. Course Name Theory App/Lab Local Credits ECTS
ELEC 003 Elective Course III 3 0 3 4
MATH 303 Complex Analysis 3 0 3 7
MATH 305 Optimization 3 0 3 7
MATH 307 Introduction to Stochastic Processes I 3 0 3 6
POOL 004 GEC- Social Sciences B: Humanities and Social Sciences 3 0 3 6
Total : 30
3. Year Spring Semester
Code Pre. Course Name Theory App/Lab Local Credits ECTS
ELEC 004 Elective Course IV 3 0 3 6
ENG 310 Essential Speaking Skills in English 3 0 3 4
MATH 304 Theory of Statistics 3 0 3 7
MATH 306 Abstract Algebra 3 0 3 7
POOL 005 GEC- Social Sciences C: Arts and Communication 2 2 3 6
Total : 30
4. Year Fall Semester
Code Pre. Course Name Theory App/Lab Local Credits ECTS
ENG 410 On kosul English for Career Development 3 0 3 4
MATH 301 Functional Analysis I 3 0 3 6
MATH 401 Topology I 3 0 3 6
MATH 403 Numerical Analysis I 3 0 3 6
MATH 497 Senior Project I 3 0 3 4
POOL 006 GEC- Social Awareness and Ethics 3 0 3 4
Total : 30
4. Year Spring Semester
Code Pre. Course Name Theory App/Lab Local Credits ECTS
ELEC 005 Elective Course V 3 0 3 7
ELEC 006 Elective Course VI 3 0 3 4
MATH 302 On kosul Functional Analysis II 3 0 3 7
MATH 498 On kosul Senior Project II 3 0 3 4
POOL 007 GEC-Innovation and Entreprenuership 3 0 3 4
ST 304 Summer Training (4 weeks) 0 0 0 4
Total : 30
Elective Courses
Code Pre. Course Name Theory App/Lab Local Credits ECTS
BA 205 Financial Accounting I 3 0 3 5
CE 223 Database Systems 3 2 4 7
CE 308 On kosul Computing Theory 3 0 3 7
CE 380 Computational Geometry 3 0 3 5
CE 390 Analysis of Algorithms 3 0 3 5
CE 401 Algorithms Design 3 0 3 5
CE 470 Introduction to Neural Networks 3 0 3 5
CE 490 Introduction to Digital Image Processing 3 0 3 5
ECON 213 Mathematical Economics I 3 0 3 5
ECON 214 Mathematical Economics II 3 0 3 6
ECON 301 On kosul Econometrics 3 0 3 6
ECON 303 On kosul Money and Banking 3 0 3 6
ECON 304 Monetary Theory and Policy 3 0 3 4
ECON 324 On kosul Applied Econometrics 3 0 3 5
ECON 407 On kosul Applied Economic Topics 3 0 3 6
ECON 416 Time Series Analysis 3 0 3 6
ECON 418 On kosul Game Theory 3 0 3 6
IE 334 On kosul Quality Assurance and Reliability 3 0 3 7
IE 338 On kosul Stochastic Models in Manufacturing Systems 3 0 3 6
IE 342 On kosul Decision Theory 3 0 3 5
IE 354 On kosul Combinatorial Optimization 3 0 3 6
IE 357 On kosul Special Topics in Optimization 3 0 3 6
IE 358 On kosul Heuristics in Optimization 3 0 3 6
IE 375 Financial Engineering 3 0 3 5
INS 401 Introduction to Insurance and Actuarial Mathematics 3 0 3 5
ISE 336 On kosul Art of Mathematical Modelling 2 2 3 4
ITF 301 International Finance 3 0 3 8
ITF 304 Quantitative Methods in Finance 3 0 3 6
ITF 403 Financial Risk Management 3 0 3 8
ITF 410 Financial Institutions and Markets 3 0 3 5
MATH 150 Research Methods and Biostatistics 3 0 3 6
MATH 308 On kosul Introduction to Stochastic Processes II 3 0 3 6
MATH 309 Equations of Mathematical Physics 3 0 3 6
MATH 311 Discrete Mathematics 3 0 3 7
MATH 314 Measure Theory 3 0 3 6
MATH 317 Elementary Number Theory 3 0 3 7
MATH 321 Introduction fo Mathematical Finance 3 0 3 5
MATH 336 On kosul Engineering Statistics II 3 0 3 5
MATH 400 Biomathematics 3 0 3 7
MATH 402 On kosul Topology II 3 0 3 6
MATH 404 On kosul Numerical Analysis II 3 0 3 6
MATH 407 Introduction to Spectral Analysis I 3 0 3 6
MATH 408 Introduction to Spectral Analysis 3 0 3 6
MATH 410 Linear Integral Equations 3 0 3 6
MATH 420 Seminar: Introduction to Quaternionic and Clifford Calculus 3 0 3 6
MATH 425 Mathematical Computing and Simulation I 3 0 3 6
MATH 426 Mathematical Computing and Simulation II 3 0 3 6
MATH 437 Fuzzy Set Theory 3 0 3 6
MATH 440 Numerical Solutions of Partial Differential Equations 3 0 3 6
MATH 450 Game Theory 3 0 3 7
MATH 455 Graph Theory 3 0 3 7
MATH 460 Additional Topics in Algebra 3 0 3 6
MATH 462 Applied Statistics 3 0 3 7
MATH 470 Introduction to Cryptography 3 0 3 6
MATH 472 Introduction to Computational Commutative Algebra 3 0 3 6
MATH 480 Algebraic Number Theory 3 0 3 6
MATH 485 Exploratory Data Analysis 3 0 3 6
MATH 488 Introduction to Invariant Theory 3 0 3 6
MATH 490 Introduction to Algebraic Geometry 3 0 3 6
MATH 499 Introduction to Coding Theory 3 0 3 6
PHYS 100 General Physics I 2 2 3 6
RM 401 Fundamentals of Risk Management 3 0 3 4
RM 402 Statistical Foundations of Risk Management 3 0 3 5
RM 403 Applied Risk Analysis 3 0 3 5
SE 330 Advanced Game Development 3 0 3 5
SE 420 Artificial Intelligence and Expert Systems 3 0 3 5
Additional Notes

Important Explanation About Elective Courses

In order to graduate, students must take
- 3 elective courses from the Department of Mathematics,
- 3 elective courses from other courses added to the elective course list.

Important Explanation About GEC Courses

In order to graduate, students must take

- a course from the pool entitled "Natural and Life Sciences ",

- a course from the pool entitled "Social Sciences: A ",

- a course from the pool entitled "Social Sciences: B ",

- a course from the pool entitled "Social Sciences: C ",

- a course from the pool entitled "Social Awareness and Ethics ",

- a course from the pool entitled "Innovation and Entreprenuership ".

 

If you need support for these courses due to your disability, please refer to Disability Support Unit. Contact; engelsiz@ieu.edu.tr

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