Turkish Journal of Mathematics
Abstract
There is only one pair of non-real zeros of $\zeta^{''}(s)$, and of $\zeta^{'''}(s)$, in the left half-plane. The Riemann Hypothesis implies that $\zeta''(s)$ and $\zeta'''(s)$ have no zeros in the strip $0 \leq \Re\,s < {1\over 2} $.
DOI
-
First Page
89
Last Page
108
Recommended Citation
YILDIRIM, C. Y (2000). Zeros of \zeta^{''}(s) & \zeta^{'''}(s) in \sigma< 1/2. Turkish Journal of Mathematics 24 (1): 89-108. https://doi.org/-