The first image is a screen shot from Maya, of the transformation process in a sort of "plan" view. I did not necessarily have a specific formula that I followed in this transformation. I was hoping that by applying one specific action to an isoparm, just once on each piece that I could possibly discover a connection with in my end results. Upon first observation, I did not necessarily see consistencies in the geometries, especially in this image.
I began to rotate my model and started to notice that although there is not an exact perscription of a transformation piece to piece, there is connection between the pieces in the actual image. This screen shot shows that the pieces starting in the upper left corner are appearing to almost fall or be sucked into the lower left corner model, like there is a magnetic pull. This is not necessarily the result I was looking for in a matrical analysis, but it was an interesting connection that I found. By using exactly the same geometry and manipulating only one factor in each case there will still be evidence of the original geometry allowing connection to the other manipulated objects as well as the original piece.
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