Economics of Growth and Structural Transformation (2025/2026: periode 3)

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Cursusdoel

After completing this course students are able to:
  1. indicate the importance of economic growth in a historical perspective (tested in the midterm exam, homework exercises, presentation and participation during class discussions, and the term paper);
  2. formulate the necessary conditions for economic growth (tested in the midterm exam, homework exercises, term paper and final exam);
  3. describe the different theoretical and practical problems that occur when analyzing economic growth (tested in the presentation and participation during class discussions, and the term paper);
  4. analyze economic growth using formal models, and with these analyses give insight into the effects of economic policy on growth (tested in the midterm exam, final exam, homework exercises, presentation and participation during class discussions, and the term paper);
  5. analyze a growth process systematically based on economic theory and empirical data (tested in the term paper)

Vakinhoudelijk

This course critically explores the theories and empirical analysis of economic growth. We are especially interested in the literature on both the proximate and fundamental causes of economic growth. We will re-visit material covered by the course ‘Macroeconomics’ related to the Solow Model, including: the role of savings, capital stock, population growth and technological progress in economic expansion. In this course, we will go beyond that model and investigate the role of a large number of other factors, including: demography, human capital, globalization, institutions, geography, government policy, cultural differences and natural resources. Towards the end of the course, we will contrast the goals of economic growth with structural transformation, and engage with ideas about de-growth.
Format
Learning will be fostered through Lectures, Seminars, and the preparation of a group Term Paper and presentations. Weekly learning activities will be organized on the basis of the themes explored in the course textbook, which will be supplemented relevant academic articles. Lectures will guide students on the topics covered by the course textbook; Seminars, help them to master said material. Seminars will also allow them to engage with relevant academic articles beyond the course textbook. The preparation of a group Term Paper and presentation will provide students the opportunity to empirically explore and critically engage with theoretical concepts taken up in the course.

Werkvormen

UCU course

Toetsing

Participation

Verplicht | Weging 10% | ECTS 0,75

Final exam

Verplicht | Weging 25% | ECTS 1,88

Term Paper

Verplicht | Weging 25% | ECTS 1,88

Seminar Presentation

Verplicht | Weging 15% | ECTS 1,13

*midterm FEEDBACK*

Niet verplicht

Midterm exam

Verplicht | Weging 25% | ECTS 1,88

Ingangseisen en voorkennis

Ingangseisen

Er moet voldaan zijn aan minimaal één van de cursussen:

En er moet voldaan zijn aan minimaal één van de cursussen:

En er moet voldaan zijn aan minimaal één van de cursussen:

Voorkennis

If a student has not taken one of the prerequisite mathematics courses, but has passed high school exams in VWO Wiskunde B or D, IB Mathematics Analysis and Approaches SL or HL, A levels Maths or another exam with similar content, they can receive course admittance by contacting the teacher. When doing so please include proof of having passed this course in secondary school as well as an overview of the content.

Voertalen

  • Engels

Competenties

  • Academisch schrijven
  • Internationale en interculturele oriëntatie
  • Kritisch lezen
  • Luisteren
  • Onderzoeksvaardigheden
  • Presenteren

Cursusmomenten

Gerelateerde studies

Tentamens

Er is geen tentamenrooster beschikbaar voor deze cursus

Verplicht materiaal

  • BOEK
    Weil, D. N. (2013). Economic growth (3rd ed.). Pearson.

Aanbevolen materiaal

Er is geen informatie over de aanbevolen literatuur bekend

Coördinator

dr. C.G. Ramos c.g.ramos@uu.nl

Docenten

dr. C.G. Ramos c.g.ramos@uu.nl

Inschrijving

Let op: deze cursus is niet toegankelijk voor studenten van andere faculteiten, bijvakkers mogen zich dus niet inschrijven.

Naar OSIRIS-inschrijvingen
Permanente link naar de cursuspagina
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