Can I read The Theory of Hardy's Z-Function,Ivic, Aleksandar,Cambridge University Press;Cambridge University Press [Distributor] on EtoBox?

The Theory of Hardy's Z-Function,Ivic, Aleksandar,Cambridge University Press;Cambridge University Press [Distributor] by Ivić, Aleksandar, Aleksandar Ivić, Aleksandar Ivić is a nonfiction available to read on EtoBox.

What is The Theory of Hardy's Z-Function,Ivic, Aleksandar,Cambridge University Press;Cambridge University Press [Distributor] about?

This Book Is An Outgrowth Of A Mini-course Held At The Arctic Number Theory School, University Of Helsinki, May 18-25, 2011. The Central Topic Is Hardy's Function, Of Great Importance In The Theory Of The Riemann Zeta-function.it Is Named After Godfrey Harold Hardy Frs (1877{1947), Who Was A Prominent English Mathematician, Well-known For His Achievements In Number Theory And Mathematical Analysis-- Definition Of (s), Z(t) And Basic Notions -- Zeros On The Critical Line -- Selberg Class Of L-functions -- Approximate Functional Equations For K(s) -- Derivatives Of Z(t) -- Gram Points -- Moments Of Hardy's Function -- Primitive Of Hardy's Function -- Mellin Transforms Of Powers Of Z(t) -- Further Results On Mk(s) And Zk(s) -- On Some Problems Involving Hardy's Function. Aleksandar Ivić, Univerzitet U Beogradu, Serbia. Includes Bibliographical References And Index. \"This book is an outgrowth of a mini-course held at the Arctic Number Theory School, University of Helsinki, May 18-25, 2011. The central topic is Hardy's function, of great importance in the theory of the Riemann zeta-function. It is named after Godfrey Harold Hardy FRS (1877-1947), who was a prominent English mathematici

Who reads The Theory of Hardy's Z-Function,Ivic, Aleksandar,Cambridge University Press;Cambridge University Press [Distributor]?

Author

Ivić, Aleksandar, Aleksandar Ivić, Aleksandar Ivić

Publisher

Cambridge University Press, Brand: Cambridge University Press

Published

2012

Language

EN

ISBN

9781139236973

Category

nonfiction

Subjects

Mathematics, Stem