Course content

Formulation of maritime transportation systems at different planning levels. Advanced solution methods for different types of maritime planning problems. Practical implementation of such solution methods.

The course will be run every second year, next time Fall 2024.

Learning outcome

The position and function of the course in the PhD program: This course is meant to be a common course for PhD students at IØT working with optimization problems within maritime transportation and logistics.

The course will provide knowledge to achieve solid understanding and overview of:

• classical optimization problem at various planning levels within maritime transportation and logistics,
• state-of-the-art models for the various planning problems and their strengths and weaknesses,
• exact and heuristic optimization methods to solve real maritime transportation and logistics problems and the appropriateness of the different methods in various situations,
• implement models og methods for real planning problems, and
• sensible testing of different models and methods.

The course will develop the students' skills such they are able to:

• formulate real planning problems within maritime transportation and logistics at a professional level,
• choose appropriate methods for solving the maritime transportation and logistics optimization models with regard to solution quality and time, and
• start research that can result in international publications.

In addition, the course should provide:

• knowledge about the research frontier within maritime transportation and logistics, and
• an ability to develop a critical and reflective attitude to the applied models and methods and develop a good research ethical attitude.

Learning methods and activities

Lectures, seminars and exercises.

Recommended previous knowledge

Master of Science in Industrial Economics and Technology Management with specialization in optimization and further competence in optimization, or similar.

Required previous knowledge

IØ8400 Mathematical programming

Course materials

Syllabus literature will be given when the course starts.