User Portlet
Featured Contributor
| Discussions |
|---|
| Some really nice work here! I just went and bought the second edition and look forward to working through this notebook. Thanks for posting it here -- it makes it easier to find. |
| We would like to inform readers interested in the book Mathematica Beyond Mathematics 2nd-edition ( https://community.wolfram.com/groups/-/m/t/2801704 ), that the supplementary materials have been updated. They can be downloaded from... |
| ![enter image description here][2] -- you have earned ***Featured Contributor Badge*** ![enter image description here][1] Your exceptional post has been selected for our editorial column ***Staff Picks*** http://wolfr.am/StaffPicks and [Your... |
| Here is a solution: In Win 11 with Spanish Keyboard: Configuración>Hora e Idioma> Configuración avanzada de teclado][ ![enter image description here][1] [1]:... |
| Guillermo: Please try the following: TITULO Choose one option: HTMLSelect[{"OpA","OpB","OpC","OpD"}, {"2.4*10^-5", "0.32*10^(-5)", "2.1*10^-6", "4.2*10^-5"}, "dcf",... |
| Rohit: Thanks. I can trust the space-time continuum again. :) |
| Mike, the documentation *does* touch on this. Under the Details and Options section of [Plot reference][1] (and the related Plot3D, ParametricPlot etc). ![enter image description here][2] The wording can be seen as a bit cryptic. An alternative... |
| If you don't want to write it as a lambda function (as I did), this is indeed a much better solution. |
| Hi Guillermo, Something like this? generateData[] := RandomVariate[NormalDistribution[1, 3], 10^4] computeSolution[data_] := Mean[data] Table[computeSolution[generateData[]], 10] (* {0.98648, 1.0595, 1.03899, 0.965868,... |
| Based on Gumbel's [lectures][1] the following function will reproduce the values in the table found [here][2]: f[n_] := {n, Mean[Table[-Log[-Log[m/(n + 1)]], {m, 1, n}]] // N, StandardDeviation[Table[-Log[-Log[m/(n + 1)]], {m, 1, n}]]... |