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| &[Wolfram Notebook][1] [1]: https://www.wolframcloud.com/obj/f54adf0d-435d-404a-8107-b9abc851fc94 |
| You could use "survived" -> NetDecoder[{"Function", First}] To pluck out the real from the list generated by `LinearLayer[1]` But the easiest would be to not attach anything to the "survived" port and just use LinearLayer[{}] ... |
| Im afraid that i have to revisit this issue later when i have gained more experience with Mathematica. I have much more experience with AMS on TI-89 and compatibles in Basic and also with lower level programming for that System in C but at the moment... |
| Hi Maxim, From reading your post, I believe you are trying to assert the boundary condition that D[su[x, y], x] == 0 when x == 0. I think Masiusz implemented that. However, I believe Sangdon Lee implemented the condition that D[su[x, y], x] == 0... |
| Recent versions of Wolfram Language have seen massive improvements and simplifications in the workflow of integrating Python. See my recent post here for some pointers: https://community.wolfram.com/groups/-/m/t/3093407 |
| In current versions of the Wolfram Language you can simply start a Python session in a virtual environment as follows (here I am using `astropy` as an example, but you can do this with any Python package): session = StartExternalSession[ ... |
| ![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 columns ***Staff Picks*** http://wolfr.am/StaffPicks and... |
| Wolfram's Fourier does not support NumericArray directly. A simple workaround is converting NumericArray back to a standard list before applying Fourier: f2 = Fourier[Normal[dataNum]]. However, this may negate potential memory benefits. If... |
| I'm with Daniel. The following check returns zero, which is hard to improve upon: `Norm[Inverse[matrice].matrice-IdentityMatrix[Length@matrice]]`. If `matrice` has an eigenvalue with a modulus as small as $10^{-8}$, the inverse will have one as large... |
| I just find out the "Exploratory Factor Analysis" from the Wolfram Demonstrations Project, that provides the varimax rotation. [http://demonstrations.wolfram.com/ExploratoryFactorAnalysis/][1] [1]:... |