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/sci/ - Science & Math

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10675569 No.10675569 [Reply] [Original]

if Fourier transform equations can draw images on a 2D plane, does that prove that 3-dimensional objects/organisms can also be 'created' by a similar but much more advanced system of equations, not fourier but something else?

>> No.10675599

>>10675569
>not the animated version.
Kill yourself OP

>> No.10675609

>>10675569
the fourier tranform 'draws' images by encapsulating every point in the set of points defining the outline of the image in a harmonic series. theres nothing that would stop you from applying this in three dimensions, simply add some harmonics that 'scan' through the z axis. more harmonics, more resolution

>> No.10675622

>not fourier but something else
Well you can construct a fourier basis for 3d space so it doesn't have to be something else but it can be, all you need is a basis and an inner product and you can decompose pretty much anything.

>> No.10675638

OP sounds like an engineer.

He has experience using fourier transforms but clearly doesn't understand them intuitively.

>> No.10675639

>>10675638
thank you for bumping this thread