Imaginary part to 4D and 3D graphes [Enhancement]

[Mysticpasta1]

I want to introduce an imaginary part to the 4d graphs as a black and white gradient
that can be switched to show only real, only imaginary, or both with keybind i

[Mysticpasta1]

useful for graphes like the sqrt(x) and can be done for y, z, and w too

[Mysticpasta1]

talk to me on discord, I'm one of your friends on there

[Mysticpasta1]

I wanted imaginary numbers to be represented on the same graph as real but using a black and white gradient
the graph numbers and look could change via a new keybind i for imaginary, switching between real R, imaginary I, and complex I + R
in case of 0 it would look like, R -> 0, I -> 0i, and complex -> 0i + 0
same for all number on all axes

[Mysticpasta1]

I wanted imaginary numbers to be represented on the same graph as real but using a black and white gradient
the graph numbers and look could change via a new keybind i for imaginary, switching between real R, imaginary I, and complex I + R
in case of 0 it would look like, R -> 0, I -> 0i, and complex -> 0i + 0
same for all number on all axes

[Mysticpasta1]

better layer imaginary as a black and white gradient on top of a complex number graph f: (xi + x, yi + y, zi + z, wi + w)
i = imaginary component, with a real layer with it, this layer only shows with complex component plots or imaginary component plots! func[][][][] can be used with this, and []i = imaginary component of a function.

https://www.wolframalpha.com/input?i=%5B%2F%2FMATH%3Asqrt%28n%29%2F%2F%5D
sqrt of z looking toward positive x

[SerrpentDagger]

Discord-based clarification:
The request is for increased feasibility of graphing complex-valued functions of Cartesian space.
This will be implemented through enhancements to the multi-value system already in place, namely colouring of individual layers.

[SerrpentDagger]

I've decided to overhaul the graphing system to allow for more flexibility, which could then properly support complex numbers and vector fields, etc. That will take a while, but I'm making progress. In the meantime, it's worth noting that you can already calculate complex values with func[][][] blocks, and render them with []layer[] blocks or as modulus. The only problem here is a lack of distinct colouring for the different layers. I've attached an example workspace for those interested.

Complex Numbers Demo.zip

(Edit: Just unzip the archive and place the folder with the workspace.gcws file into your workspaces folder.)