AN ADDITIVE COMBINATORIAL TAKE ON ZETA CONSTANTS OLOF SISASK P Many know that ζ(2) = n>1 n−2 = π 2 6 – a remarkable identity indeed. Quite a few might also be familiar with a proof of this using infinite Fourier s - Additive identity - Document - PDFSEARCH.IO

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	AN ADDITIVE COMBINATORIAL TAKE ON ZETA CONSTANTS OLOF SISASK P Many know that ζ(2) = n>1 n−2 = π 2 /6 – a remarkable identity indeed. Quite a few might also be familiar with a proof of this using infinite Fourier s Add to Reading List Document Date: 2012-10-08 10:05:00 Open Document File Size: 72,69 KB Share Result on Facebook

AN ADDITIVE COMBINATORIAL TAKE ON ZETA CONSTANTS OLOF SISASK P Many know that ζ(2) = n>1 n−2 = π 2 /6 – a remarkable identity indeed. Quite a few might also be familiar with a proof of this using infinite Fourier sAdd to Reading List