User Portlet
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| I testify that I have spent a couple of hours searching for related postings here and on StackExchange with little success. I am using Mathematica 12.3.1.0 on OS 12.6. This is to describe some difficulties I have experienced with editing math symbols... |
| Henrik, I see what you mean. Thank you. It seems a bit deficient to have a default PlotRange that does not include everything in the plot, but so long as one can specify the plot range values, there is no harm done. |
| CapForm[None] did the trick with no downside that I can see. Graphics3D[{CapForm[None], Opacity[.2], ResourceFunction["Torus"][origin, {10, 1}]}] |
| I can see Bruce's code as potentially useful, and thank him for that. After 8 years, the link in Sean's post is broken. Is Bruce's code still valid for version 11.6? I suspect that many, such as myself use Mathematica because it is a high level... |
| The inline cells are *very* poorly documented. For example, they are barely mentioned in the guide on [Mathematical Typesetting][1]. You are excused if you had never heard about them. [1]:... |
| This link is relevant: [Wolfram DiscretizeGraphics][1] [1]: https://reference.wolfram.com/language/ref/BoundaryDiscretizeGraphics.html "DiscretizeGraphics" |
| With a slight modifications of Henrik's plot, I was able to obtain the desired effects. I sampled the contours list, inceased the thickness, and increased MaxRecursion. Thanks to all for the almost instantaneous help. k = Pi/21; contours =... |
| In the link you provide in your post above, István Zachar says > When it comes to visual analysis, large datasets or data with intricate internal details often makes plotting in 2 D useless, as the outcome is either just a fraction of the full... |
| I still observe in version 11.0.0. (and since v 10.4.0) the important speed regression when rotating big 3D objects. The motion is definitely much more fluid in version 10.3.1. I am also on OSX (10.9.5), with a mid-2009 macbookpro which comes... |
| @Yang, This is a helpful post. I notice the last line of the table contains the item func. This answers part of my question why one can write the following, found at ?Ticks. ticks[min_, max_] := Table[If[EvenQ[i], {i, i, .06, Red}, {i, i, .02,... |