Looking for books on complex analysis As the title says, I am looking for some good self-study books on complex analysis. I am an undergraduate student studying computer engineering in Romania. The thing is I have this course that would translate as "special mathematics" and I haven't paid attention until now, so I have to recuperate everything on my own. All the books on complex analysis that I've seen so far cover a lot of other topics  and I don't have the time to get to the topics I am looking for until the exams. So I'm searching for some good books covering only or being as closely as possible to the following topics: complex functions, Cauchy's formulas, series of complex functions, power series, Laurent series, Contour integration, residues, distributions, convolution etc. Excuse me for any mistakes as I am not a native english speaker.

I would recommend ($1$) Bak-Newman's Complex Analysis, ($2$) Ivan Wilde's Lectures on Complex Analysis and ($3$) Sarason's Complex Function Theory. You might also want to try Asmar-Grafakos' Complex Analysis with Applications.
