Stalker, J., Complex Analysis Stalker, J., Princeton University, NJ, USA Complex Analysis Fundamentals of the Classical Theory of Functions 1998.
Content is driven by techniques and examples rather than by definitions and theorems.
Examples, many of which are treated at a level of detail unmatched in similiar introductory texts, are chosen from the analytic theory of numbers and classical special functions, but while they are mostly geared towards number theory, mathematical physics, the techniques are generally applicable. I. Classical special functions and the theory, including the zeta function and its implications for the distribution of primes, from a purely real-variable point of view. Elliptic functions up to the beginnings of complex multiplication. The chapter culminates in a section on biquadratic reciprocity. Prerequisites are a standard calculus course.