Fall Term / Spring Term
Prof. Rasa Karapandza, Ph.D.
You will understand and be able to use basic tools of Mathematical economics like optimization with or without constraints, solve household optimization problems using cost minimization and profit maximization. You will also learn and be able to understand the consequences of competition and the lack of competition in the markets – I.e. oligopolies and monopolies.
Courses within this programme module:
- Mathematical Economics - Prof. Dr. André Schmidt