64 citations · 71 across the 5 of their papers we have counts for
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Riemann Zeta Function. An Attempt to fathom Zeta(3)
Renaat Van Malderen
Already in 1734 Euler found a short explicit formula for the value of Riemann zeta function Zeta(s) when the argument s equals a positive integer 2n where n=1,2,3,. No such formula…
On the Distribution of the non-trivial Roots of Riemann's Zeta Function. An alternative Approach
Renaat Van Malderen
Expressing Weierstrass type infinite products in terms of Stieltjes integrals is discussed. The asymptotic behavior of particular types of infinite products is compared against the…
Non-recursive expressions for even-index Bernoulli numbers: A remarkable sequence of determinants
Renaat Van Malderen
Bernoulli numbers are usually expressed in terms of their lower index numbers (recursive). This paper gives explicit formulas for Bernoulli numbers of even index. The formulas cont…
Explicit formula for even-index Bernoulli numbers
Renaat Van Malderen
Bernoulli numbers are usually expressed in terms of their lower index numbers (recursive). This paper gives an explicit formula for Bernoulli numbers of even index. The formula con…