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Jun 4 at 23:18 comment added Steven Clark I believe $\pi$ can be evaluated as sort of a recursive ratio of polynomials (see my answer to a question on a recursive formula for $\pi$).
May 27 at 21:55 comment added Timothy Chow @SidharthGhoshal As Jorge Zuniga has commented, Gourevitch's conjecture has now been proved. I have updated my answer to that other MO question accordingly.
May 26 at 20:58 comment added Sidharth Ghoshal no i'm familiar with that project but it definitely would be of interest to anyone that finds the ideas close to this question interesting. Now that you remind me I do wonder if the folks behind that have considered looking at nested radicals or general other infinite function composition flavors.
May 26 at 20:54 comment added Robin Houston Could you be thinking of ramanujanmachine.com ?
May 26 at 20:33 history edited LSpice CC BY-SA 4.0
`<strike>` was messing up the enumeration
May 26 at 20:02 history edited Daniel Asimov CC BY-SA 4.0
spelling
May 26 at 19:43 history edited Sidharth Ghoshal CC BY-SA 4.0
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May 26 at 19:38 vote accept Sidharth Ghoshal
May 26 at 19:37 history edited Sidharth Ghoshal CC BY-SA 4.0
added 558 characters in body
May 26 at 18:04 answer added Jorge Zuniga timeline score: 8
May 26 at 15:41 answer added Carlo Beenakker timeline score: 4
May 26 at 12:35 answer added Timothy Chow timeline score: 6
S May 26 at 12:13 history suggested J. W. Tanner
Added reference tag
May 26 at 2:59 review Suggested edits
S May 26 at 12:13
May 26 at 0:21 comment added Somos This experimental search is something that I have not attempted. Sorry.
May 25 at 20:53 comment added Sidharth Ghoshal Thanks for the tip! Let me explore Baileys page. I wonder if that is where I stumbled upon that day. It was an html page not a pdf specifically.
May 25 at 20:47 comment added Carlo Beenakker could this be PSLQ? davidhbailey.com/dhbpapers/pslq-comp-alg.pdf , see table 1.
May 25 at 20:03 history edited Sidharth Ghoshal CC BY-SA 4.0
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May 25 at 19:55 history asked Sidharth Ghoshal CC BY-SA 4.0