Monday, June 20, 2011
Fibonacci Viriality L. Edgar Otto 06-19-11
Here I consider the unity or identity of the odd and even dimensions in relation to the relative placing of absolute pixels, and it asks the question of discrete volumes and exactly what we mean by a pixel area as equal to zero or one as a generator of some dimensioned space in the quasic plane.
Note that in this example the rectangle is decomposed into five steps of the 256 x 128 pixel unit regions- in this sense five fold things apply and symmetry breaking as a Fibonacci phenomenon. One should imagine the inverse here also when trying to picture such quasi-continuous spaces.
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