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Insitute of Mathematical Science

Colloquium: Dirichlet divisor problem

Colloquium| Institute of Mathematical Sciences

Time19:00-20:00December 13 Sunday

LocationRoom 408, IMS

 

Speaker:  Zhenchao Ge

Abstract  Let d(n) denote the number of positive divisors of n. Dirichlet was evidently the first mathematician who studied the asymptotic behavior of, as x tends to infinity. The Dirichlet divisor problem is to determine the average order of d(n) as well as the order of the error term. In this talk, I will introduce three methods of estimating , including Dirichlet's hyperbola method and an analytic method that uses the residue theorem in complex analysis.






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