I\'m trying to understand some quirks of the Parallelize[] behavior. If I do: CloseKernels[]; LaunchKernels[1]
If I evaluate Solve[f[x,y]==0,x], I get a bunch of solutions like: {{x -> something g[y]}, {x -> something else}}, etc.
I have a follow up question to Sasha\'s answer of my earlier question at TransformedDistribution in Mathematica.
If I have a general function,f(z,a), z and a are both real, and the function f takes on real values for all z except in some interval (z1,z2), where it becomes complex. How do I determine z1 and z2 (w
If I have a Manipulate statement, such as: 开发者_JAVA技巧Manipulate[ Graphics[Line[{{0, 0}, pt}], PlotRange -> 2], {{pt, {1, 1}},
I have a problem involving NDSolve in Mathematica, which I run multiple times with different values of the parameters. For some of these values, the solution results in singularities and NDSolve warns
In planar geometry plot question, I asked how to draw planar geometr开发者_开发问答ic constructs. Now I want to extend it to 3D. Not only those geometry packages are not doing well, I am also facing q
The implementation of the built-in OptionValue contains some piece of magic so that OptionValue[name] is equivalent to
Good day, Reading this thread about performance of pattern matching and functions in Mathematica I was impressed by Timo\'s idea on optimizing the evaluation of expressions:
I\'m making a small interface for calculating voltage dividers in Mathematica. I have two sliders (z1 & z2) that represent the resistor values and a couple of sliders to represent Vin as a sinusoi
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