Pages that link to "Item:Q2730821"

The following pages link to Similarities in Irrationality Proofs for π, ln2, ζ(2), and ζ(3) (Q2730821):

Displaying 9 items.

• A determinantal approach to irrationality (Q524413) (← links)
• A simple proof that \(\zeta (2) = \frac {\pi^{2}}{6}\) (Q645301) (← links)
• 3 in 1: a simple way to prove that \(e^r\), \(\mathrm{ln}(r)\) and \(\pi^2\) are irrational (Q670728) (← links)
• An elementary proof of the irrationality of Tschakaloff series (Q950793) (← links)
• A proof that Euler missed. Apéry's proof of the irrationality of \(\zeta(3)\). An informal report (Q1258767) (← links)
• The Euler and Springer numbers as moment sequences (Q1987041) (← links)
• A simple elementary proof for the inequality \(d_n< 3^n\) (Q2508039) (← links)
• On the irrationality of \(\pi^{4}\) and \(\pi^{6}\) (Q2628019) (← links)
• How Close to 10 Is π2 ? (Q5742459) (← links)