Pages that link to "Item:Q2239166"

The following pages link to On explicit estimates for \(S(t)\), \(S_1(t)\), and \(\zeta ( 1 / 2 + \operatorname{i} t )\) under the Riemann hypothesis (Q2239166):

Displaying 15 items.

• An improved explicit bound on \(| \zeta(\frac{1}{2} + i t) |\) (Q472883) (← links)
• The mean square of the error term in the prime number theorem (Q2162811) (← links)
• An explicit upper bound for \(|\zeta (1 + i t)|\) (Q2166105) (← links)
• Bounding \(S(t)\) and \(S_1(t)\) on the Riemann hypothesis (Q2376882) (← links)
• An improved upper bound for the argument of the Riemann zeta-function on the critical line. II (Q2436775) (← links)
• On the Atkinson formula for the \(\zeta\) function (Q2674842) (← links)
• Estimates for \(L\)-functions in the critical strip under GRH with effective applications (Q2684855) (← links)
• On some new estimates for h^-(Q(ζ_p)) (Q3605368) (← links)
• Refinement of estimates for the riemann zeta-function in a neighbourhood of the line re<i>s</i>=1 (Q4837493) (← links)
• The explicit upper bound of the multiple integral of $S(t)$ on the Riemann Hypothesis (Q4925675) (← links)
• (Q5437842) (← links)
• NEW EFFECTIVE RESULTS IN THE THEORY OF THE RIEMANN ZETA-FUNCTION (Q6124039) (← links)
• An improved explicit estimate for \(\zeta(1/2 + it)\) (Q6184609) (← links)
• Conditional estimates for the logarithmic derivative of Dirichlet \(L\)-functions (Q6186998) (← links)
• An explicit mean-value estimate for the prime number theorem in intervals (Q6622302) (← links)