1. Analytic Number Theory

2. The world of Analytic Number Theory is divided into two camps, and neither can agree because they can’t agree on terminology.- R. C. Vaughan 
   

    

4. ANALYTIC NUMBER THEORY TOM SANDERS University of Oxford
6.  Analytic Theory of Integers Fall 2005 A.J. Hildebrand  University of Illinois Version 2013
8. Lectures on Modular Forms. Fall 1997/98 Igor V. Dolgachev University of Michigan August 5, 2013
10. Number Theory: Prime Number Theory Robert Vaughn Penn State University Spring 2008
12. Analytic Theory of Numbers Jeffrey Lagarias University of Michigan Homepage  
    
14.  A Functional Approach to Number Theory Noam Elkies Harvard University Spring 1998
16.  ADVANCED NUMBER THEORY  ANDREAS STROMBERGSSON Uppsala University 
18. Number theory and maps of the interval E. Arthur (Robbie) Robinson The George Washington University May 22, 2012
20. Aspects of  Number Theory: The Universality of the Riemann Zeta-Function Jorn Steuding 2000
22. Number Theory Through Analysis Stephen New Spring 2012 University of Waterloo August 2012
24.  Number Theory II Micheal Filaseta University of South Carolina
26.   Analytic Number Theory Christopher Hughes University of York 2012-2013
28. Modular Forms Kannan Soundararajan, Fall 2002 notes by Jim Brown Clemson University
30. Number Theory Through Analysis Cameron Stewart University of Waterloo 2000
32. Analytic Number Theory Kiran Kedlaya MIT Spring 2007
34.   Dirichlet Forms Richard Bass University of Connecticut

AN INTRODUCTION TO ANALYTIC NUMBER THEORY  Eero Saksman University of Helinski FALL 2014

The Riemann Zeta Function Adam Harper University of Cambridge Spring 2014