Course Information
| Course Unit Title |
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| Course Unit Code |
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01INS6111 |
| Type of Course Unit |
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Optional |
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Level of Course Unit
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Second Cycle |
| Year of Study
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1 |
| Semester
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1.Semester |
| Number of ECTS Credits Allocated
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6,00 |
| Name of Lecturer(s) |
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| Course Assistants |
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| Learning Outcomes of The Course Unit |
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1) evaluation of databases
2) modeling
3) simulation
4) fuzzy logic method
5) artificial neural networks
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| Mode of Delivery |
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Face-To-Face
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| Prerequisities and Co-requisities Courses |
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Unavailable
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| Recommended Optional Programme Components |
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Unavailable
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| Course Contents |
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Need for and use for of models, observations and measurements, developing the model, critique of models, databases, forecasting using developed models, simulations using computer, software for modeling
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Languages of Instruction |
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Turkish
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| Course Goals |
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Course Aims |
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To get databases, and simulation and modeling of them with various methods
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WorkPlacement |
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Not Available
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Recommended or Required Reading
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Textbook
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Additional Resources
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Material Sharing
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Documents
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Assignments
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Exams
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Additional Material
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Planned Learning Activities and Teaching Methods
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Lectures, Practical Courses, Presentation, Seminar, Project, Laboratory Applications (if necessary)
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ECTS / Table Of Workload (Number of ECTS credits allocated)
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Student workload surveys utilized to determine ECTS credits.
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Activity
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Course Duration (Excluding Exam Week)
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Time Of Studying Out Of Class
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Homeworks
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Presentation
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Project
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Lab Study
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Field Study
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Visas
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Finals
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Workload Hour (30)
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Total Work Charge / Hour
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Course's ECTS Credit
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Assessment Methods and Criteria
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Studies During Halfterm
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Visa
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Quiz
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Homework
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Attendance
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Application
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Lab
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Project
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Workshop
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Seminary
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Field study
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TOTAL
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The ratio of the term to success
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The ratio of final to success
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TOTAL
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Weekly Detailed Course Content
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Week
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Topics
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1
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Introduction
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2
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Data and databases
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3
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Classical Logic
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4
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Modeling with conventional methods
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5
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Methods of modeling
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6
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Applications
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7
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Uncertainty
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8
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Membership functions
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9
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Classical and fuzzy logic
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10
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Modeling principles with fuzzy logic
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11
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Relationship in fuzzy groups
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12
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Rules and defuzzification
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13
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Artificial neural networks
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14
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Applications
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