The Flint Hills series through a convergent set of series

Carlos Hernan Lopez Zapata @Carlos-Hernan-Lopez-Zapata

01 January 1970 0 9K Report

Paper: https://www.npublications.com/journals/articles.php?id=551

The Flint Hills series converges really to 30.3144... via the set of convergent series given by the image attached and explained in my article on my profile.

This versatile set of series can answer the expected value of 30.3144... the same method let’s arrive to the convergence of the Cookson Hills series (convergence of 42.99....). My method of convergence is supported by a relevant series formula involving them Riemann zeta function and logarithmic structure involved. Bernoulli numbers are capital in this set of series.

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