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- Code:
- ECON-L6000
- Field:
- Urban Economics
- Targets:
- Research Master's students PhD students
- Organiser:
- Aalto University
- Instructor:
- Prottoy Akbar
- Period:
- Period 5
- Format:
- Lecture
- Method:
- Contact teaching
- Venue:
- Otaniemi campus
- Enrollment:
In case of conflicting information consider the Sisu/MyCourses pages the primary source of information.
Hanken and UH economics students can enroll in their home university’s SISU! Further instructions can be found on the How to enroll? page, also for other students.
Before taking and completing the course make sure that the credits can be counted towards your degree at your home university by checking which courses are included in your curriculum or by contacting your home university’s student/learning services.
- To access the course workspace, use all the features and participate in the activities (assignments, discussions), you must have successfully registered for the course in Sisu and logged in with your Aalto user ID.
- For more information on how to activate your Aalto user ID and register for a MyCourses course area, click here.
Content
This doctoral field course will include such topics as:
- Spatial equilibrium within and across cities.
- Quantitative spatial equilibrium models.
- Transportation economics.
- Migration and urbanization.
- Consumer cities, amenities and agglomeration.
- Urban segregation and the unequal access to opportunities.
- Zoning, land use regulations, and slums.
- Regional economics and the environment.
- Long run urban growth
Learning outcomes
This course will introduce students to the foundational work in urban and regional economics, as well as an overview of the more recent work in these fields. By the end of this course, students should be well acquainted with the tools and methods used to study explicitly spatial problems in the economic geography of regional and urban economics. They should also understand the key questions that drive these fields, and recognize the academic research done at the frontier of these fields.