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ich war hier: LVWiWiInternationaleWirtschaftsbeziehungenA

International Economic Relations A: Financial Markets and Institutions (Financial Intermediation)


Contact

If you will have a question, please use this link to contact Ms. Prof. Dr. Hildegard Breig.


Course Material

The course material is available in the share folder of the faculty.


Textbooks

Further information regarding the course

Credits: 5 ECTS

Degree programm:
  • Bachelor-degree
  • faculaty business and economics
  • recommend participation to the students from the 4th semester

Duration of the course:
  • one semester
  • 4 SWS

Learning outcomes:
To understand the economic function of financial intermediaries, in particular banks, as well as their regulation by government agencies. The participants will be able to
  • explain the conditions, under which intermediaries occur in financial markets,
  • identify information problems in financial markets, and demonstrate how an intermediary may increase welfare,
  • explain the link of bank loans with overall economic activity in different countries and
  • discuss inherent risks of financial intermediaries, and explain the rationale for banking regulation and supervision.

Grading:
  • Final written exam (100%)
Information

The lecture "Game Theory" hosted by Ms. Prof. Dr. Hildegard Breig takes place conventionally from the fourth semester up to the sixth semester.


Topics

1.Introduction
  • overview of the financial system
  • types of financial intermediaries

2. Fundamentals
  • perfect versus imperfect financial markets
  • financial contracting
  • asymmetric information

3. Financial intermediaries as delegated monitors

4. Financial intermediaries as liquidity providers

5. Macroeconomic issue of financial intermediation
  • the bank lending channel of monetary policy transmission
  • the finance-growth-nexus
  • systemic risks of banking

6. Regulation and supervision
  • capital requirements
  • deposit insurance


Dates

Aktuelle Vorlesungs-und Prüfungstermine entnehmen sie bitte dem Stud.IP
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