User:GFauxPas/Sandbox

Welcome to my sandbox, you are free to play here as long as you don't track sand onto the main wiki. --GFauxPas 09:28, 7 November 2011 (CST)

User:GFauxPas/Sandbox/Zeta2/lnxln1-x/existence

User:GFauxPas/Sandbox/Zeta2/lnxln1-x/integrand

User:GFauxPas/Sandbox/Zeta2/lnxln1-x/evaluation

User:GFauxPas/Sandbox/Zeta2/FourierSeries/

User:GFauxPas/Sandbox/Zeta2/Informal Proof

Lemma
Let $S = \{ {2, 3, 4, \ldots, n}\}$ be a set of natural numbers from $2$ to $n$.

Let ${2^{t^*}}$ be the greatest power of two in $S$.

Then no other member of $S$ is a multiple of ${2^{t^*}}$.