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Feb 28 at 9:50 review Close votes
Mar 12 at 19:34
Feb 28 at 8:35 comment added user64494 @DanielLichtblau: NMaximize[{Sum[x^n/(1 + x^n)^n, {n, 51, Infinity}], x >= 0 && x <= 2}, x] returns the input and a warning "NMaximize::nnum: The function value -\!(*UnderoverscriptBox[([Sum]), (n = 51), ([Infinity])](*SuperscriptBox[(0.09146359257542153\), \(n\)]\ \*SuperscriptBox[\((1 + \*SuperscriptBox[\(0.09146359257542153), (n)])), (-n)])) is not a number at {x} = {0.0914636}.'.
Feb 28 at 4:51 comment added user64494 In the question even the replies of Mathematica were edited by an unknown to me person. For example, "General::munfl: 0.0000408571^71 is too small to represent as a normalized machine number; precision may be lost". In view of it I rolled back the text.
Feb 28 at 4:48 history rollback user64494
Rollback to Revision 1
Feb 28 at 4:44 comment added user64494 @DanielLichtblau: Your instructions are of this kind: to walk on a tightrope, move so that your center of mass is constantly projected onto the rope. I will be waiting for rich-in-content and serious replies.
Feb 28 at 4:04 history edited user444 CC BY-SA 4.0
fixed grammar
Feb 27 at 21:27 comment added Daniel Lichtblau (1) Use 50 terms. (2) Show the error bound is smaller than you can discern on a plot.
Feb 27 at 20:39 history edited user64494 CC BY-SA 4.0
added 11 characters in body
Feb 27 at 19:29 history asked user64494 CC BY-SA 4.0