Wigner Distribution Analysis Applied to Lehmer’s Conjecture on the Ramanujan tau Function
Asian Research Journal of Mathematics · pp. 19–28 · Published 25 Sep 2021
10.9734/arjom/2021/v17i730315Abstract
Wigner distribution is a tool for signal processing to obtain instantaneous spectrum of a signal. By using Wigner distribution analysis, another representation of the Euler product can be obtained for Dirichlet series of the Ramanujan tau function. From which, it can be proved that the Ramanujan tau function never become zero for all numbers.
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