On a Goldbach-Type Problem for the Liouville Function
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DOI: 10.1093/imrn/rnae149
Abstract: Let $\lambda $ denote the Liouville function. We show that for all $N \geq 11$, the (non-trivial) convolution sum bound $$ \begin{align*} & \left|\sum_{n < N} \lambda(n) \lambda(N-n)\right| < N-1 \end{align*} $$ holds. We also… read more here.
Keywords: function; problem liouville; type problem; goldbach type ... See more keywords