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| From | "Richard D. Moores" <rdmoores@gmail.com> |
| Date | Wed, 10 Aug 2011 16:57:34 -0700 |
| Subject | Puzzled about the output of my demo of a proof of The Euler Series |
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I saw an interesting proof of the limit of The Euler Series on math.stackexchange.com at <http://math.stackexchange.com/questions/8337/different-methods-to-compute-sum-n-1-infty-frac1n2>. Scroll down to Hans Lundmark's post. I thought I'd try to see this "pinching down" on the limit of pi**2/6. See my attempt, and output for n = 150 at <http://pastebin.com/pvznFWsT>. What puzzles me is that upper_bound_partial_sum (lines 39 and 60) is always smaller than the limit. It should be greater than the limit, right? If not, no pinching between upper_bound_partial_sum and lower_bound_partial_sum. I've checked and double-checked the computation, but can't figure out what's wrong. Thanks, Dick Moores
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Puzzled about the output of my demo of a proof of The Euler Series "Richard D. Moores" <rdmoores@gmail.com> - 2011-08-10 16:57 -0700 Re: Puzzled about the output of my demo of a proof of The Euler Series casevh <casevh@gmail.com> - 2011-08-10 22:44 -0700
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