Title of the course: Analytic number theory (Analitik sayılar teorisi)
Instructor: Assoc. Prof. Kağan Kurşungöz
Institution: Sabancı Ü.
Dates: 2-14 August 2021
Prerequisites: Complex calculus or complex analysis, elementary number theory (in particular, familiarity with congruences)
Level: Graduate, advanced undergraduate
Abstract: Arithmetical functions, their averages, big-oh notation, group characters, the prime number theorem, Dirichlet’s theorem on primes in arithmetic progressions, Riemann zeta function, Hurwitz zeta function, L functions (as much as time allows).
Language: TR, EN
Textbook: Introduction to Analytic Number Theory (Tom M. Apostol)