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| Thanks for the help James.The key to the solution was using Export, which I was not doing. I had been plotting the graphic and then right clicking on it and selecting "save as" ( which did not work because the plot in the notebook did not include the... |
| Current versions of Mathematica enable an even more direct solution than Craig's, although possibly not as instructive In[12]:= PDF[ TransformedDistribution[ x + y, {x \[Distributed] NormalDistribution[\[Mu], \[Sigma]], ... |
| I stumbled into the Library Archive while browsing for information on Mathematica with Windows 10. When I looked at a number of the MathSource entries it appeared that most, if not all, of the submissions had revision dates between 10 and 20 years... |
| I just finished reading Daniel's interesting paper on Mathematica's Integration function. Most of it is related to the design considerations of an earlier version of Mathematica. However there was one passage in the paper dealing with conditions that... |
| **Edit:** This is not a general problem.The problem is either in my computer or in my copy of Mathematica. I tried this on another computer and it is working correctly. I have been playing around with simple ways of looking at vibration modes of... |
| Does anyone know if Wolfram has a stated policy to provide all updates (major versions as well as sub-versions) to Mathematica for Home Use users with a yearly subscription? I was blindsided by their change of policy to start charging for sub-version... |
| The reply from Andreas gave me a few hints on how to proceed. Thanks. |
| Just an update: When I explicitly use a Bernoulli distribution instead of a single sample of the Binomial distribution the transformation yields the correct result. w = TransformedDistribution[2 x - 1, x \[Distributed]... |
| Thank you Sander. That was a great help. Mike |
| Thanks David. I completely missed the SameTest option when I looked at the documentation for Union. Thanks for not flaming me. |