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Online, Zoom webinar
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Description
ABSTRACT:
We will discuss the recent work (November 2019) by Matomäki and Teräväinen on the Möbius function in short intervals, which gives an upper bound for intervals of length x^(0.55+epsilon). The exponent 0.55 marks an improvement over the previous record 7/12, due to Ramachandra in 1976.
This is the first of a three-series talks.