Stoneham's series

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Stoneham's series

06-04-2024, 03:37 PM

Post: #4

Nigel (UK) Offline

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RE: Stoneham's series

(06-04-2024 02:20 PM)KeithB Wrote: I assume that prod() is the infinite product.
I don't see how the second converges to pi.
The first term is .75, and 4 * .75 is 3, and all the other terms get progressively closer to 1.

You are correct; but looking at the original reference (page 2 of the pdf), the product should be over all odd d greater than one.

Nigel (UK)

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Messages In This Thread

Stoneham's series - ttw - 06-04-2024, 01:31 PM

RE: Stoneham's series - KeithB - 06-04-2024, 02:20 PM

RE: Stoneham's series - Nigel (UK) - 06-04-2024 03:37 PM

RE: Stoneham's series - Thomas Klemm - 06-04-2024, 03:34 PM

RE: Stoneham's series - Thomas Klemm - 06-04-2024, 07:57 PM

RE: Stoneham's series - Albert Chan - 06-04-2024, 08:44 PM

RE: Stoneham's series - Thomas Klemm - 06-05-2024, 04:20 AM

RE: Stoneham's series - Johnh - 06-07-2024, 07:55 PM

RE: Stoneham's series - Albert Chan - 06-07-2024, 08:54 PM

RE: Stoneham's series - Johnh - 06-08-2024, 03:07 AM

RE: Stoneham's series - Johnh - 06-08-2024, 05:02 AM

RE: Stoneham's series - Albert Chan - 06-08-2024, 05:16 PM

RE: Stoneham's series - Gerson W. Barbosa - 06-09-2024, 10:36 PM

RE: Stoneham's series - Albert Chan - 06-11-2024, 05:12 PM

RE: Stoneham's series - Gerson W. Barbosa - 06-12-2024, 07:01 PM

RE: Stoneham's series - Gerson W. Barbosa - 06-14-2024, 05:42 PM

RE: Stoneham's series - Gerson W. Barbosa - 06-18-2024, 05:42 AM

RE: Stoneham's series - Namir - 06-09-2024, 10:55 PM

RE: Stoneham's series - Gerson W. Barbosa - 06-09-2024, 11:04 PM

RE: Stoneham's series - Gerson W. Barbosa - 06-11-2024, 02:31 AM

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