<p>Can someone suggest me a good textbook for Complex Analysis that has many practice problems? I don’t want the one that has lots of proofs in it. </p>
<p>Complex analysis (as with other topics in analysis) are inherently proof-heavy, as it is a very theoretical field concerning the actual nuts and bolts, so to speak, behind functions of complex variables.</p>
<p>What is your current level of math that you have completed? </p>
<p>I don’t take math right now but I self-studied up to differential equations. After Differential Equations, what should I take as a future electrical engineering major? </p>
<p>Have you looked at Linear Algebra?</p>
<p>Yes. But not quite finished with LA.</p>
<p>The question is, do you want to study complex analysis for its own sake, beauty, and elegance or do you want to study it for its useful applications in engineering? </p>
<p>This question is very important, as there are typically two different types of books when it comes to complex analysis: those that emphasize calculations and applications, and the others that emphasize elegance and theorems. </p>
<p>I want to study it for its useful applications in engineering.</p>
<p>Zill/Shanahan a first course in complex analysis is a solid book. Some proofs thrown in but emphasizes computation and applications. Fundamentals of complex analysis by snider/Saff, but I mostly used it to do problems rather than learn from it. </p>
<p>Basically any book on complex “variables” is a complex analysis book that emphasizes application rather than elegance and mathematical beauty. </p>