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Erik Mahieu
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![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...
![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...
![enter image description here][1] - Congratulations! This post is now featured in our [Staff Pick][2] column as distinguished by a badge on your profile of a [Featured Contributor][3]! Thank you, keep it coming, and consider contributing your work...
![enter image description here][1] - Congratulations! This post is now featured in our [Staff Pick][2] column as distinguished by a badge on your profile of a [Featured Contributor][3]! Thank you, keep it coming! [1]:...
Excellent extension of FindRoot! Would be nice to have FindRoots on the Wolfram Function Repository so we can all use it without having to copy the code.
There is a data science course, but it doesn't cover a ton of statistics. (https://www.wolfram.com/wolfram-u/multiparadigm-data-science/ . I'm sure your courses will be amazing.
Richard Sheaff asked me to correct the following about the image at the top of my original post: *"..the image is from my personal website, which is unrelated to The Ephemera society of America"*
You are using the same "t" inside ParametricPlot and as the animation variable. Use "t" inside ParametricPlot and e.g. "s" to animate. (x, y and z are of no use). Try this code: Animate[ParametricPlot3D[{Sin[t + s], Cos[t + s], t}, {t, 0, 5...
Really cool! thanks for sharing!
![enter image description here][1] - Congratulations! This post is now featured in our [Staff Pick][2] column as distinguished by a badge on your profile of a [Featured Contributor][3]! Thank you, keep it coming, and consider contributing your work...