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Syllabus

Course Number 0540-6610-01
Course Name Multi-Objective Optimization
Academic Unit The Iby and Aladar Fleischman Faculty of Engineering -
School of Mechanical Engineering
Lecturer Dr. Amiram MoshaiovContact
Contact Email: moshaiov@tauex.tau.ac.il
Office HoursBy appointment
Mode of Instruction Lecture
Credit Hours 3
Semester 2020/1
Day Sun
Hours 17:00-20:00
Building
Room
Course is taught in English
Syllabus Not Found

Short Course Description

Syllabus: This course will focus on methods for multi-objective optimization and their combination with multi-criteria decision-making techniques. First, classical methods for treating multi-objective problems will be presented, and their deficiencies will be clarified. Next, advanced methods, which are based on Pareto-optimality, will be presented. The major part of the course will be based on evolutionary techniques for optimization problems with and without constraints. Leading algorithms will be presented and compared, such as: NSGA-II, SPEA-2, and MO-CMA-ES. Methods to compare algorithms will be detailed including test functions and measures to analyze the obtained approximated Pareto-optimal set and front. The numerical limitations of the presented algorithms will be clarified. Methods to cope with such limitations will be described and in particular how to handle the course of dimensionality of the Pareto-front. Finally, multi-criteria decision-making approaches will be presented, and their combination with multi-objective optimization will be described. A focus will be given on demonstrations from different application areas such as: mechanical design, robotics and control. Students will be allowed to make a programming project in one of these areas or in other areas such as: machine learning, aeronautical design, environmental engineering, industrial engineering, and electrical engineering.



Full syllabus will be available to registered students only
Course Requirements

Final Exam

Students may be required to submit additional assignments
Full requirements as stated in full syllabus

The specific prerequisites of the course,
according to the study program, appears on the program page of the handbook



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