User Portlet
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| Thank you for this post. I knew Michael by reputation for many years through his blog, his books and various other contributions. He always seemed like a wizard to me; one of those people who knew a lot about everything. I met him at various... |
| Happy New Year. I will upload the latest version. If you have any comments or advice, please feel free to reply. |
| I am running 14.0 and built-in multi-step undo seems to work with small notebooks. With my larger notebook size 30k, 900 lines, I only get one level of undo, sometimes zero. The problem seems to be MemoryLimit = 10,000,000 is too small. It took a... |
| Seems to be 8 years after the original post and the problem resides. The use case is a large loop processing thousands of files. From each file, some parameters, stored as binaries in specific fields that Mathematica cannot read them directly... |
| This has some time now so I'm not aware if this existed when the post was made. I definitely lack the expertise of the other commentators. However as version 13.0 there is a useful function called EntityPrefetch[] (*For example... |
| ![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... |
| But note that the Discordian "mandala" is not actually Brunnian. An easy way to see that is to look at the folllowing sublink and notice that yellow lies atop red, which lies atop green, which lies atop yellow, etc., so these three are the Borromean... |
| I found a much better and simpler solution on [stackexchange][1] that works with diffrent plots including "ParametricPlot". thanks to the user [kglr][2] p0 = ParametricPlot[{Cos[t], Sin[t]}, {t, 0, 1}] (*numbers used Arrowheads... |
| &[Wolfram Notebook][1] [1]: https://www.wolframcloud.com/obj/c4e9cffc-5b49-40cf-95fb-7205a6ba3e60 |
| Thank you very much. That is a very interesting and useful post. ([Doing an integral ...][1]) In effect, Mathematica leaves out the Abs[] [1]: https://community.wolfram.com/groups/-/m/t/906851 |