Theory of Hardy's Z-Function

Explore the fascinating world of analytic number theory with "Theory of Hardy's Z-Function" by Aleksandar Ivić, published by Cambridge University Press in 2012. This in-depth volume spans 264 pages and provides a thorough examination of Hardy's Z-function, a pivotal concept related to the Riemann zeta-function.

Delve into the distribution of zeros, discover Gram points, and analyze moments and Mellin transforms. The book not only presents established findings but also highlights open problems, inspiring readers to engage in further research. Perfect for mathematicians and enthusiasts alike, this work serves as both a comprehensive resource and an invitation to unlock more mysteries within the realm of number theory. Don't miss the opportunity to enhance your understanding of this essential mathematical function!