Abstract
In this article, we attempt to describe some of the most important results concerning proper holomorphic mappings between complex spaces. The first two sections deal respectively with the Remmert Proper Mapping Theorem and the Grauert Direct Image Theorem. These are certainly the most important results of what may be called the general theory. Sect. 3 deals with embeddings in CN. Finally, Sect. 4 treats proper maps between bounded domains, which is, perhaps, the domain of greatest recent and current research. We have not dealt with this in as great detail as we might have because of the availability of the excellent survey articles of Bedford [Bed] and Forstneric [FF1].
Published Version
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