Continuous Domain Game of Life in Python with Numpy
The FFT version is interesting<p><pre><code>   G∗K == F⁻¹( F(G)·F(K) )
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So if we iterate t times (as in t step in time) this do we get this formula (convolution product being associative) ?<p><pre><code>   ((G∗K)*K)*K ... t time = G∗K^t == F⁻¹( F(G)·F(K^t) )</code></pre>