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MATH 681 - Analytic Number Theory | ||
This is an advanced course in analytic number theory. This course covers the following topics, with other topics as time permits: arithmetic functions and their average orders; prime counting functions; elementary theorems on the distribution of prime numbers; Dirichlet characters; Dirichlet theorem on primes in arithmetic progressions; Dirichlet series and Euler products; analytic properties of the Riemann zeta function and Dirichlet L-functions; the prime number theorem; and the prime number theorem in arithmetic progressions.
Credits: 3.000 Levels: Graduate Schedule Types: Lecture, Final Exam Precluded: MATH-481 Students cannot receive credit for the course being described and the course(s) listed as Precluded Restrictions: Must be enrolled in one of the following Levels: Graduate
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