These are lecture notes for a Math 595 mini-course at University of Illinois at Urbana-Champaign
on Several Complex Variables. Prerequisites are one variable complex analysis, linear algebra, real
analysis and basic functional analysis. The notes are not meant as a polished finished product. I
hope they are usable as a quick and dirty introduction to the subject. Do note that much is missing.
For example, the Levi form, nor pseudoconvexity is not mentioned. The focus is on geometry rather
than analysis.