  We present a set of notes on Morse Homology, which grew out of lectures the
first named autor gave at Ludwig-Maximilian University in Munich, Seoul
National University, and the University of Augsburg. Although we do not discuss
Floer homology in these notes, they are written having Floer homology in mind.
Therefore, we use concepts which can be generalized to the semi-infinite
dimensional case. In the finite dimensional case, they might not always be the
most efficient ones but on the other hand, the finite dimensional case has the
advantage that these concepts can be visualized much more easily than in the
semi-infinite dimensional one, giving the reader the right intuition how Floer
homology works.
